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This is an old revision of this page, as edited by Chutznik (talk | contribs) at 19:20, 6 May 2013 (Closing RFC: suggest creation of the article: decision to create the article). The present address (URL) is a permanent link to this revision, which may differ significantly from the current revision.

Hyperspheres

I would point out the argument in section 5.1 of the Tau Manifesto "Surface area and volume of a hypersphere".

I am trying to give tau and pi equal "time". I would love to see how you would phrase it, so if you want to write it up feel free to add it. Just note that I might take it out again.Tazerdadog (talk) 23:51, 26 January 2013 (UTC)[reply]

Needs something that is pointing to this too: http://en.wikipedia.org/wiki/N-sphere#Other_relations

The video here may be helpful: https://asunews.asu.edu/20110629_video_PivsTau — Preceding unsigned comment added by Reddwarf2956 (talkcontribs) 22:33, 28 February 2013 (UTC)[reply]

Tau Manifesto Compliant

http://theoremoftheday.org/Annex/taumanifesto.html

John W. Nicholson (talk) 18:54, 27 January 2013 (UTC)[reply]


Thanks for the links. Tazerdadog (talk) 19:50, 27 January 2013 (UTC)[reply]

I've found that using the three search terms tau pi circle helps find links while weeding out all the web pages about college fraternities. --Joseph Lindenberg (talk) 00:48, 28 January 2013 (UTC)[reply]

I would help, but...

I have very little subject knowledge to provide an informed opinion and it looks like you already have some help from someone a little more mathematically inclined than myself. I'll leave it to them for suggestions, but if you need any help not related to actually content (e.g., references, templates, wiki-markup, etc.) I can try to help where I can, but it looks like you've got it under control. Go Phightins! 03:34, 28 January 2013 (UTC)[reply]

Tazer, you posted on my talk a while ago about needing help. I did try to contact an editor, but he seems to have since retired. It seems you have a good deal of help here, but if you need any help, check out WP:WPMATH. Go Phightins! 22:41, 7 February 2013 (UTC)[reply]

Mathematical_beauty

With the idea of tau, the page Mathematical_beauty is changed. Note that it has Euler's identity with pi. John W. Nicholson (talk) 12:48, 30 January 2013 (UTC)[reply]

http://www.newscientist.com/article/mg20927944.300-pis-nemesis-mathematics-is-better-with-tau.html

http://horizonsaftermath.blogspot.com/2012/04/my-conversion-to-tauism.html

http://littlestorping.co.uk/2011/06/28/war-on-tau/ John W. Nicholson (talk) 00:17, 31 January 2013 (UTC)[reply]


Thanks for the links, these are really quite helpful. Tazerdadog (talk) 17:34, 31 January 2013 (UTC)[reply]

http://www.ethanmath.com/Ethan_Math/Library_Fundraiser.html John W. Nicholson (talk) 06:22, 2 February 2013 (UTC)[reply]

Basel Problem

I disagreed with your changing the categorization of the basel problem, and so reverted you. Perhaps this is not the best example to include in the page, and we should replace/remove it? Tazerdadog (talk) 17:34, 31 January 2013 (UTC)[reply]

I think the reader needs to see a categorization of formulas like the basel problem, where there is little difference in the formulas. I don't think this category fully supports pi except by default. I know there are other which should be placed in this category, but I would need to trip over them to find them again. I would suggest placing it back and add to it, but with better wording than I did. It shows some clarity and understanding of the weight of the balance of the two other groups. John W. Nicholson (talk) 00:22, 1 February 2013 (UTC)[reply]
I would argue that there is an extra factor of 1/4 in the tau version. Since we disagree, maybe we should take this example out altogether? It is also not (according to the sources I found anyway) used as a criticism of tau by pi-proponents. Besides, pi has one more example than tau as it is, and the principle of equal time I am trying to follow applies both ways.Tazerdadog (talk) 04:48, 1 February 2013 (UTC)[reply]
That factor of 1/4 along with 1/6 makes a rational 1/24. This does not complicate the equation in the sense of beauty. Beauty, which is one strong point of tau is shown to be weak by this third group (because of the default stand). Your sense of balance is another reason for this third grouping. I added a new comment on "Rotation Identity Quality" it might just needs to be called turn identity or something (others need to decide on this). This makes tau not balanced with pi. Yet, with both together, I see balance. Also remember section 5 of the Tau Manifesto, I am still thinking about how to comment and add it (with balance). John W. Nicholson (talk) 12:49, 1 February 2013 (UTC)[reply]
Perhaps Girard's theorem should replace Basel Problem, and a link to http://theoremoftheday.org/Annex/taumanifesto.html should be added? (# 15 below) — Preceding unsigned comment added by Tazerdadog (talkcontribs) 23:56, 2 February 2013 (UTC)[reply]
Well, when I added the separate grouping I was intending on adding things like Girard's theorem. But, I was also wanting to balance it with "Rotation Identity Quality" I know that the Circular Argument stands in the way of that as of now, but I have been pointing it out and asking if there is a good cite out there. Can it be done with a simple proof and then cite the first known use as the prior cited page? John W. Nicholson (talk) 05:22, 3 February 2013 (UTC)[reply]

What might need to happen is a separate page with the 'complete list of each equation better or worst for tau' and a comments of why. I know that the 1/2 which is added in 'area' has been talked about more than first looks. What I mean is: the 1/2 was hidden by pi until we use tau. When you look at area of a triangle (as the original proof by Archimedes shows with base C and height r), integration, and derivative of the area you see the 1/2 comes in handy. So, there is beauty here. John W. Nicholson (talk) 05:22, 3 February 2013 (UTC)[reply]

Let's not bite off more than we can chew. First things first, let's get this article into articlespace and stable. I have again asked at Talk:pi if anyone objects. Then we can try to improve the article/topic. Tazerdadog (talk) 09:35, 3 February 2013 (UTC)[reply]
I would say bebold, andtry to add it again, but don't take it personally if I revert it again. I don't see a great source, but an ok one with a good explanation should suffice if it can be done. Keep WP:NPOV firmly in mind as well. Tazerdadog (talk) 09:38, 3 February 2013 (UTC)[reply]

Question

What on earth is the ratio is mathematically arbitrary by its transcendental nature supposed to mean?—Emil J. 18:32, 31 January 2013 (UTC)[reply]

I read Imaginatorium comments at 06:50, 28 January 2013 (UTC) in Talk:Pi and thought I would try to state something here with it. I know am not the best writer, so feel free to word this better. John W. Nicholson (talk) 20:51, 31 January 2013 (UTC)[reply]

Allow me to jump in here: I can't see where the quote above is supposed to come from, but it looks like nonsense to me. The mathematical term "transcendental" has nothing to do with wishy-washy new-age waffle, it is totally down-to-earth. A number is "transcendental" if it is not the root of a polynomial with integer coefficients. The "arbitrary" I was referring to is the arbitrariness in using a name for p/d, as opposed to a name for p/r, or a name for the hexagonal comma (a term I've just invented, which is the ratio of a circular arc radius 1 from one corner of an equilateral triangle to another over the radius, 1; so it's equal to pi/3). The choice of naming pi or tau is mathematically arbitrary, but not historically arbitrary. Imaginatorium (talk) 10:11, 3 February 2013 (UTC)[reply]

I read that too, and assumed that you knww what yoyu were takling about, As I am only in basic university-level math. I will rephrase that now.Tazerdadog (talk) 04:44, 1 February 2013 (UTC)[reply]
Fixed. Ugh. Tazerdadog (talk) 04:50, 1 February 2013 (UTC)[reply]
It’s much better without the “transcendental nature”, but the ratio is not at all “mathematically arbitrary”. Quite the opposite, the ratio is an important constant whose value is uniquely determined by fundamental mathematical principles. I’ll give it a go.—Emil J. 11:44, 1 February 2013 (UTC)[reply]
EmilJ, If you look at the page Talk:Pi you will see why the number pi is arbitrary. Even when Euler wrote about it he stated "for the sake of brevity we will write this number as π; thus π is equal to half the circumference of a circle of radius 1" it was clear that it was most likely a irrational number. While I am not sure Euler knew about transcendental numbers. Clearly choosing "half" over the whole 𝜏 or any other faction was arbitrary in the sense of mathematics. Yes, I know that the diameter was commonly use to measure a physical circle, but that is getting away from the issue. And that issue is what makes pi more or less fundamental than tau. I would say that the "Rotation Identity Quality" makes 𝜏 more fundamental. It "can be stated as the following:
Start at any point on a unit circle, and rotate by any value which is not an integer multiple of τ, which includes π, the starting value is not returned. However, rotating by τ or a integer multiple does return to the starting value."
So, unless someone can find a better reason than this and section 5 of the Tau Manifesto to call 𝜏 less fundamental, I am sticking with tau and calling pi an arbitrary number. However, you might read this and have a better name for this observation, so feel free to state what you think needs to be said. John W. Nicholson (talk) 19:31, 1 February 2013 (UTC)[reply]
No, pi is most definitely not an arbitrary number. If it were arbitrary, you could decide to define it to be 3748.458298, and everything would work just the same. That is a complete nonsense, the value of the ratio of circumference to diameter is not for anyone to decide. What is arbitrary is the decision to write formulas and other results using this constant, instead of writing them with another constant, such as tau. Nothing in the paragraph you have written addresses the point, which is that you are insisting on using the wrong terminology. I don’t get the request in your last sentence, as what I think needs to be said is already in the article.—Emil J. 20:35, 1 February 2013 (UTC)[reply]

I think we are agreeing here: "What is arbitrary is the decision to write formulas and other results using this constant, instead of writing them with another constant, such as tau. Nothing in the paragraph you have written addresses the point," However this part it different: " which is that you are insisting on using the wrong terminology." I am not really insisting on wrong terminology, it seems like that because I am unclear on writing on the same arbitrary "decision to write formulas" with one number over another. With what you are saying, how do you propose writing it so that it is WP:NPOV? The point I was trying making with my statement as to what you are calling "terminology" was the mathematical 'tie-down' to one constant. By 'tie-down' I mean what removes the "arbitrariness" as you stated?. I have not see a 'tie-down' for pi like the "Rotation Identity Quality" nor have I see how 2D area ratio is more important than a length ratio. John W. Nicholson (talk) 21:21, 1 February 2013 (UTC)[reply]

Ok, here is my $0.02. Pi is not arbitrary, it is exactly C/D, aka 3.14159265358979...and so on. Tau is not arbitrary, it is exactly C/R, aka 6.283...and so on. The choice between the numbers is arbitrary. Either pi or tau can express the concepts perfectly well in every mathematical context. The real question is what looks nicer, and which is easiest to teach.Tazerdadog (talk) 21:52, 2 February 2013 (UTC)[reply]
"You cannot rotate by Pi and get the same returned. Tau does have this Rotation Identity Quality." Talk:Pi#The_Case_for_Tau_.28latest.29 I will go on and say any none integer multiple of tau fails and any multiple of tau succeeds. Tau is the smallest none zero rotation or turn that does this. This is what removes the "choice between the numbers is arbitrary" bit and it is what make tau more fundamental than pi. I would call it the turn identity if I thought of it. It is easy to prove too. Because any pair of terminal angles which are also coterminal angles differ by n𝜏 where n is a non-zero integer. 𝜏 is just the smallest positive value. John W. Nicholson (talk) 23:39, 3 February 2013 (UTC)[reply]

Rotation Identity Quality

I just added this term, Rotation Identity Quality. It may have a different name for real. No real source. But the point is real. John W. Nicholson (talk) 05:00, 1 February 2013 (UTC)[reply]


Per WP:CIRCULAR, I have to revert you. Feel free to readd it if you can find a reliable source. If you cannot find one, it doesn't belong in Wikipedia anyway. Tazerdadog (talk) 23:14, 1 February 2013 (UTC)[reply]

While I agree with the circular argument, I don't think it that same way (pun intended). The closest thing I have found was on Tau Manifesto section 2.3 "A rotation by one turn is 1.", but it deals with Euler’s identity and does not mention any point on the curve. John W. Nicholson (talk) 05:57, 2 February 2013 (UTC)[reply]

Bracketed Names

If these names get links Bob Palais, Michael Hartl, and Peter Harremoës add brackets back to page. John W. Nicholson (talk) 06:39, 2 February 2013 (UTC)[reply]


List of every reference I can find in a wikipedia-ready format.

more or less done, I would have to really dig to find more. I am going to bring this up on Talk:Pi, and go to bed.Tazerdadog (talk) 08:00, 3 February 2013 (UTC)[reply]

Currently in the article

[1] [2] [3] [4] [5] [6] [7] [8] [9] [10] [11] [12] [13] [14] [15] [16] [17]

Currently not in the article

(If you can find a place in the article for one of these that makes sense, please put it in. If you can't, please don't.)

[18] [19] [20] [21] [22] [23] [24] [25] [26] [27] [28] [29] [30] [31] [32] [33] [34] [35] [36] [37] [38] [39] [40] [41] [42] [43] [44] [45] [46] [47] [48] [49] [50] [51] [52] [53] [54] [55] [56] [57] [58] [59] [60] [61] [62] [63] [64] [65] [66] [67]

list

  1. ^ Black, Debra. "Down with ugly pi, long live elegant Tau, physicist urges". Retrieved 27 January 2013.
  2. ^ Bourne, Murray. "Let's drop pi". Retrieved 2 February 2013.
  3. ^ Cavers, Michael. "The Pi Manifesto". Retrieved 26 January 2013.
  4. ^ Cool, Thomas. Conquest of the Plane Using The Economics Pack Applications of Mathematica for a didactic primer on Analytic Geometry and Calculus (PDF). Cool, T. (Consultancy & Econometrics) Rotterdamsestraat 69, NL-2586 GH Scheveningen, The Netherlands. ISBN 978-90-804774-6-9. {{cite book}}: line feed character in |publisher= at position 38 (help)
  5. ^ Hartl, Michael. "The Tau Manifesto". Retrieved 26 January 2013.
  6. ^ Khan, Salman. "Tau vs. Pi: Why Tau might be a better number to look at than Pi". Retrieved 24 January 2013.
  7. ^ Palais, Robert (2001). "π Is Wrong!" (PDF). The Mathematical Intelligencer. 23 (3): 7–8. {{cite journal}}: Cite has empty unknown parameter: |coauthors= (help)
  8. ^ Palmer, Jason (28 June 2011). "'Tau day' marked by opponents of maths constant pi". BBC News. Retrieved 2011-07-03.
  9. ^ Pugin, Thibaut (2011), "An Algebraic Circle Method", http://www.math.columbia.edu/~thaddeus/theses/2011/pugin.pdf {{citation}}: Missing or empty |title= (help)
  10. ^ Wilkins, Alasdair. "Why we have to get rid of pi for the sake of good math". Retrieved 23 January 2013.
  11. ^ Wolchover, Natalie. "Mathematicians Want to Say Goodbye to Pi". Retrieved 27 January 2013.
  12. ^ Young, Colin A. "In nod to Pi Day, MIT releasing admissions decisions Wednesday evening". Boston Globe. Retrieved 17 March 2012.
  13. ^ "Bye to Pi". Retrieved 27 January 2013.
  14. ^ "Life of pi in no danger". Retrieved 27 January 2013.
  15. ^ "On National Tau Day, Pi Under Attack". Fox News Channel. NewsCore. June 28, 2011. Retrieved 2011-07-03.
  16. ^ "Tau: Is two pi better than one?". Today. BBC Radio 4. 28 June 2011. Retrieved 2012-03-27.
  17. ^ Abbott, Stephen. "My Conversion to Tauism" (PDF). Retrieved 3 February 2013.
  18. ^ Amira, Dan (14 March 2011). "Pi Is Very Slowly and Nerdily Going Out of Style". New York. Retrieved 2012-04-03.
  19. ^ Anthony, Sebastian (28 June 2011). "Down with pi! Today is Tau Day". ExtremeTech. Retrieved 2012-04-03.
  20. ^ Aron, Jacob (June 28, 2011). "Pi's nemesis: Mathematics is better with tau". NewScientist. NewScientist. Retrieved 2 February 2013.
  21. ^ Bentley, Jennifer. "What is Tau Day?". Retrieved 2 February 2013.
  22. ^ Brant, Dmitry. "Pi is Wrong! Long live Tau!". Retrieved 2 February 2013.
  23. ^ Cavers, Michael. "Math Fact Tuesday". Retrieved 4 February 2013.
  24. ^ Chang, Johnathan. "The tyranny of π". Retrieved 10 February 2013.
  25. ^ Chant, Ian (28 June 2011). "Happy Tau Day!". Science Friday. Retrieved 2012-04-03.
  26. ^ Chu-Carroll, Mark. "π really is wrong!". Retrieved 2 February 2013.
  27. ^ Connelly, Claire (28 June 2011). "What does Tau sound like? Pi, except better". The Advertiser (Adelaide). Retrieved 2012-04-03.
  28. ^ Dickens, Brian. "Clocks that Run Backwards (and other innovations)". Retrieved 4 February 2013.
  29. ^ Fattah, Geoffrey (4 July 2011). "University of Utah math professor starts international math movement". Deseret News. Retrieved 2012-04-03.
  30. ^ Fehlen, Douglas. "Tau Day Generates Controversy Among Math Scholars". Retrieved 2 February 2013.
  31. ^ Frevert, Ben. "Tau Day 6.28". Retrieved 2 February 2013.
  32. ^ Gastaldo, Evann. "Forget Pi, Here Comes Tau". Retrieved 2 February 2013.
  33. ^ Goldstein, Max (14 March 2012). "A new place for activists: math". The Tufts Daily. Retrieved 2012-04-03.
  34. ^ Grant, Drew. "Pi Day threatened by tau protestors". Salon. Retrieved 7 February 2013.
  35. ^ Harremoës, Peter. "Al-Kashi's constant τ". Retrieved 2 February 2013.
  36. ^ Harremoës, Peter; Tusnády, Gábor (2012), "Information Divergence is more chi squared distributed than the chi squared statistics", http://arxiv.org/abs/1202.1125v2 {{citation}}: Missing or empty |title= (help)
  37. ^ Hart, Vi. "Pi is (still) Wrong". Retrieved 3 February 2013.
  38. ^ Hartl, Michael (28 June 2012). "Tau Day: Why you should eat twice the pie". CNN. Retrieved 2013-02-04.
  39. ^ Haught, Nancy. "Tau Day today: Mathematicians show their work". Retrieved 2 February 2013.
  40. ^ Haxton, Nance. "Push to roll Pi". Retrieved 2 February 2013.
  41. ^ Henderson, Mark (28 June 2011). "Maths mutineers say number's up for pi". The Australian. Retrieved 2012-04-03.
  42. ^ Hudson, John (28 June 2011). "Down with Pi! The Math Nerds Behind the Tau Movement". The Atlantic Wire. Retrieved 2012-04-03.
  43. ^ Johnson, Leif. "Three cheers for tau". Retrieved 7 February 2013.
  44. ^ Landau, Elizabeth. "On Pi Day, is 'pi' under attack?". Retrieved 2 February 2013.
  45. ^ Landau, Elizabeth (28 June 2011). "In case Pi Day wasn't enough, it's now 'Tau Day' on the Internet". CNN. Retrieved 2012-04-03.
  46. ^ Lindenberg, Joseph. "Tau Before It Was Cool". Retrieved 2 February 2013.
  47. ^ Linnell, Ian. "Happy τ day!". Retrieved 7 February 2013.
  48. ^ Masterly, Alex. "Happy Tau (6.28) day". Retrieved 2 February 2013.
  49. ^ Max, Stanley. "Radian Measurement: What It Is, and How to Calculate It More Easily Using τ Instead Of π" (PDF). Retrieved 4 February 2013.
  50. ^ Mick, Jason. "Mathematics Upstarts Look to Replace Pi With New Circle Constant". Retrieved 2 February 2013.
  51. ^ Peddie, Clare. "Moves to replace Pi with Tau". Retrieved 3 February 2013.
  52. ^ Raymond, Eric. "Tau versus Pi". Retrieved 7 February 2013.
  53. ^ Shen, Anqi. "Math wars: Debate sparks anti-pi day". Retrieved 3 February 2013.
  54. ^ Springmann, Alessondra. "Tau Day: An Even More Fundamental Holiday Than Pi Day". Retrieved 2 February 2013.
  55. ^ Tagg, Cori (28 June 2011). "Happy National Tau Day, brainiacs". Deseret News. Retrieved 2012-04-03.
  56. ^ Tanko, Steve. "Bye Bye Pi: Mathematic Scholars Want To Replace The Circle Constant". Retrieved 3 February 2013.
  57. ^ Taylor, Michael. "Tauism, Pi and fundamental particles". Retrieved 2 February 2013.
  58. ^ Tovrov, Daniel. "Happy Tau Day!". Retrieved 2 February 2013.
  59. ^ Usigan, Ysolt. "Happy Tau Day, everybody!". Retrieved 2 February 2013.
  60. ^ Whitty, Robin. "Theorem of the Day and the 𝜏 Manifesto". Retrieved 2 February 2013.
  61. ^ Wood, Simon. "War on Tau". Retrieved 3 February 2013.
  62. ^ Yang, Ethan. "Pi is Wrong". Retrieved 3 February 2013.
  63. ^ "Happy Tau Day!". Retrieved 7 February 2013.
  64. ^ "Life of pi over? 'Tau' may set calculations aright". Times of India. Times of India. June 29, 2011. Retrieved 2 February 2013.
  65. ^ "Second Annual Tau Day: Interview and Ideas!". Retrieved 2 February 2013. {{cite web}}: |first= missing |last= (help)
  66. ^ "Tau vs Pi: Fixing a 250-year-old Mistake". Retrieved 3 February 2013.
  67. ^ "Your number's up: Why mathematicians are campaigning for pi to be replaced with alternate value tau". Daily Mail. Daily Mail. June 29, 2011. Retrieved 2 February 2013.


A few more not listed above, copied from User:Joseph_Lindenberg/sandbox

(All have now moved into the main list)


Feel free to move these into the main list and delete this section if you want. I couldn't tell if there was a reason for the order in the main list, so I didn't want to mess it up. I try to keep my list in alphabetical order to make it easy to avoid duplicates. --Joseph Lindenberg (talk) 09:08, 4 February 2013 (UTC)[reply]

There is no particular order beyond in the article/out of the article. I will move them to the list soon, but if you want to just do it, please do as I'm going to be tied up with school for the next week or so, and will have extremely limited time for wikipedia.Tazerdadog (talk) 15:28, 4 February 2013 (UTC)[reply]

The argument for tau

Has third substantiated opinion which is notable for the "The argument for tau" section. You can not have balance in this part, it must lean just as the next section on π must also lean against it. I would suggest that the pi people should write better reasons to their argument. Note, they are already trying tear down the other references in this section as not WP:notable or WP:OR. So, I would highly suggest a swap of statements, if anything must be taken away. Feel free to change the statement, but keep the reference. John W. Nicholson (talk) 16:29, 6 February 2013 (UTC)[reply]

students understanding

I thought this was interesting:

http://math.unipa.it/~grim/Quad18_Kupkova_08.pdf

"In fact, if they really want to follow the curriculum and at the same time support students understanding, the only manageable way of using radians is the π = 180° equivalence. So, in students understanding, radians have nothing to do with the length of the arc on the unit circle."

I do not see how this fits in to this article, because it does not mention tau, but it shows what tau would fix if taught earlier. Like this:

Student: What is a degree?
Teacher: 1/360 of a turn. A turn can be though of as both a number and and angle.

John W. Nicholson (talk) 07:52, 7 February 2013 (UTC)[reply]

Consider moving all the reference info to the end of the article

Take a look at how we did the references in the last version of the tau article. You'll have to click Edit to see the source, to see what I mean. (Don't click Save!) It made editing easier by not cluttering up the text. Having all the references together in one neat list is helpful too. --Joseph Lindenberg (talk) 03:49, 8 February 2013 (UTC)[reply]

If you'd like to do that, go ahead. I just don't have the time right now. Tazerdadog (talk) 21:25, 9 February 2013 (UTC)[reply]

RFC:Article Notability

Is tau notable enough for an article in mainspace under any name? If yes, a second RFC will determine the name to be used.

(added) The subject to this RFC is User:Tazerdadog/Tau_(Proposed_mathematical_constant). John W. Nicholson (talk) 00:03, 23 February 2013 (UTC)[reply]

Support

  • As seen above, there is an abundance of reliable sources in dependent of the subject establishing notability. While the quality in that list does vary, there are high-quality sources in it. Tau is undoubtedly WP:Fringe, but it does meet notability and should therefore have an article in mainspace. Tazerdadog (talk) 20:17, 21 February 2013 (UTC)[reply]
  • Support. We've had this discussion before. The subject is notable (plenty of independent sources) and wikipedia is not the place to express preferences for this constant or that. It only concerns itself with notability. Best name for it is some variety of Tau (2π) Kleuske (talk) 14:37, 22 February 2013 (UTC)[reply]
  • Notability does not require that tau be embraced by mathematicians; it does not even require that serious mathematicians discuss tau. Notability simply requires that some WP:Reliable sources - independent of the tau proponents - discuss the matter. A side benefit of creating a tau article is that it will reduce the amount of tau-related material in the pi article & talk page. --Noleander (talk) 16:34, 22 February 2013 (UTC)[reply]
  • Wikipedia is immense and has room for odds and ends. Obviously this would not be an article about τ itself, but rather about the idea that its use should replace that of π, and the pros and cons of the proposal. Actual mathematical facts about τ are actual mathematical facts about π and vice-versa. It would be inappropriate to cover the pros and cons within the π article because it's disproportionate. Michael Hardy (talk) 21:29, 23 February 2013 (UTC)[reply]
Michael, the pros and cons of a tau proposal are barely more notable than the pros and cons of a proposal to replace pi by , which in my mind makes more sense as it is actually a meaningful geometric angle, unlike 2π. The pros and cons only kick in once we have a notable subject, which is not the case here based on the current literature. Tkuvho (talk) 17:48, 27 February 2013 (UTC)[reply]
  • The article is well written, informative, unbiased, and sourced well enough to establish notability. I find objection to this to be as unproductive as arguing that vi is better than emacs, or that a square is just two triangles. Wikipedia strives to be an encyclopedia – "a compendium holding a summary of information from all branches of knowledge." Krushia (talk) 04:12, 24 February 2013 (UTC)[reply]
  • Support. We are clearly doing a disservice to the thousands of readers looking for information on the proposed constant (as pointed out by Reddwarf2956 above) and finding nothing. We editors are not expected to discuss or evaluate the merits of the proposal itself; as an encyclopedia, we should merely report on a proposal that has garnered undeniably visible coverage in well-established media. --Waldir talk 13:39, 25 February 2013 (UTC)[reply]
  • Support, as per above. Bert Macklin (talk) 23:36, 26 February 2013 (UTC)[reply]
  • Support Personally I think the mathematical aspect, though trivial, is not fringe, but that is hardly relevant to the question on which the RFC is based. The article, as opposed to the importance of tau, looks pretty OK to me and I have heard and read of the matter and might well have decided to look it up in WP, had I wished. To counter such considerations one would need a positive reason, not a personal preference for some stance concerning the controversy. No such reason seems plausible. Leave the article alone and lets go away and argue about something substantial instead. For example, do enough redirs refer to the article? Most of the Oppose votes either refer to the content of the controversy, such as which side of it to support, which is completely irrelevant to the question, or they are wikilawyering about forking, POV and the like. Feeding the trolls is bad enough, but feeding the wikilawyers would be heinous. JonRichfield (talk) 10:04, 1 March 2013 (UTC)[reply]
  • Support For the reasons given by Noleander, Michael Hardy and others above. It is important to realise that this is not a mathematical argument about the relative importance of pi and tau to mathematicians, that is not a matter for us to decide. There is absolutely no doubt that mathematicians, almost exclusively, use pi and not tau and this is unlikely to change in the foreseeable future. Nevertheless there is a movement to use tau in place of pi and whatever we may think of the logic for doing this the movement exists. I think many of those who oppose this article are doing so in the mistaken belief that we should be discussing the pros and cons of pi vs tau; that is not our job and such a discussion is completely pointless. We have an article on Flat Earth why not tau? Martin Hogbin (talk) 10:39, 1 March 2013 (UTC)[reply]
  • Support. No, of course using tau in place of 2pi doesn't let you prove anything new. But it does make fundamental equations from many areas of mathematics shorter, clearer, and/or more beautiful, which is something working mathematicians care and think a lot about. A number of them have written about it. It's notable. ChalkboardCowboy[T] 23:08, 6 March 2013 (UTC)[reply]
  • Support - The size of these talk pages and the debate are themselves evidence of notability. Whether you think tau belongs in math classes or not, an article about tau obviously belongs on Wikipedia. — Omegatron (talk) 04:57, 16 March 2013 (UTC)[reply]

Notable as a pop-culture phenomenon only, not notable as a mathematical constant

  • Weak support. This section is strangely untouched, and it is easy to miss. It would be nice if other editors could comment here so we get a diversity of opinion. Since I think at least that the point might be valid, I will add a "weak support" to this section, with the understanding that my "Support" vote above supercedes this in a straight-up vote count. This seems to be to be the logical and natural compromise. It seems to me that the support !voters are getting the best of it in pop-culture, while the oppose !voters are getting the best of it regarding mathematical usage. The article could be called "Tau versus Pi debate", Tau (popular movement), or a number of other things. In any case, an independant article, even if limited to the pop culture is preferable to the current situation, and this seems to be the consensus position. Idea and some phrasing blatantly stolen from Sławomir Biały. Tazerdadog (talk) 04:38, 28 February 2013 (UTC)[reply]
Tazerdadog, I think your point goes without saying. There is no significant discussion of this subject in the mathematical community. My support for having the article does not in any way imply support for the replacement of pi with tau and I am sure that most of the other supporters take the same view. I think calling the article "Tau versus Pi debate" actually gives the subject more credibility than it deserves. There is no debate to be had; it is a pointless argument about something that is a quirk of history, does not matter much either way, and is very unlikely to change. Martin Hogbin (talk) 10:57, 1 March 2013 (UTC)[reply]
  • I think there is a problem with the question. I see that the article is fringe noteworthy in part because of the "pop-culture phenomenon" caused by it being a "notable as a mathematical constant" at the fringe level. That mathematical constant is noteworthy because of period of sine and cosine, the number of radians in a circle, and other things, like section 5.1 of the Tau Manifesto "Surface area and volume of a hypersphere". The "pop-culture phenomenon" that we are talking about is related to things like Pi-day and TwoPi-day which now called Tau-day and general 'geekdom' of taking something factual and making it into something like http://www.youtube.com/watch?v=3174T-3-59Q . So, I do not know which way to answer. John W. Nicholson (talk) 01:28, 4 March 2013 (UTC)[reply]
Except that there's no references to support an article like that any more than there is to support the current one. An article needs reliable sources; merely existing is insufficient. There's certainly no reliable sources supporting such a movement having its own article. - SudoGhost 02:53, 22 March 2013 (UTC)[reply]
I concur with User:SudoGhost. We don't create a separate article on just because there is talk about it both in wiki talkpages and occasionally in the media. The solution is an "arguments" page for tauists to present their views, as I proposed here. Tkuvho (talk) 09:13, 22 March 2013 (UTC)[reply]
We actually do have an article on 0.999..., a featured article in fact. However, that's actually widely discussed in reliable sources that are relevant to the subject, as seen in the sources used in that article. This article isn't comparable to that, however, since this article doesn't even begin to approach that level of adequate sources showing notability. - SudoGhost 10:52, 22 March 2013 (UTC)[reply]
@User:SudoGhost: Of course we have 0.999..., but we don't have [[0.999...<1]]! We do have an "arguments" page at Talk:0.999... where dissenting opinions unrelated to improving the article can be voiced. By the same token, we could create an "arguments" page at Talk:Pi, where dissenting tauists can voice their views. Tkuvho (talk) 09:48, 24 March 2013 (UTC)[reply]
There's a big difference. We all know that 0.999... = 1 and always will. So maybe it makes sense over there to have a separate Arguments page if there's an endless stream of people convinced they have proven otherwise. You're humoring them and giving them a place to present their arguments, even though you know they will always turn out to be wrong. The situation with tau is very different. It's clearly in a state of flux, so this is not a permanent problem. The Support/Oppose vote count is evenly split. And nobody here can say with any certainty whatsoever that tau won't continue to rise in notability. This is a very different situation from 0.999... = 1. --Joseph Lindenberg (talk) 21:13, 24 March 2013 (UTC)[reply]
I believe the sources aforementioned ARE sufficient to demonstrate notability. You clearly don't. Can we at least agree that the tau movement is better than just tau from a notability perspective?

Tazerdadog (talk) 14:43, 22 March 2013 (UTC)[reply]

No, why would it suddenly be any different? The quality and type of sources are exactly why Tau isn't notable. They are the same exact sources, and none of them mention any "movement" more than in very brief passing, so if anything it's less notable than the actual subject, because the sources aren't even about the subject of any "movement". - SudoGhost 14:50, 22 March 2013 (UTC)[reply]

Oppose

  • An abundance of sources does not make a subject notable. An article needs only one, if it's of sufficient depth and is reliable, and no more than two or three to establish notability. Too many references is counterproductive, and whoever compiled the above list made it very hard to navigate, with no indication of e.g. the academic publisher or news organisation in almost all cases. But all the ones I've looked at are no better than in the article before it was merged: no good academic sources, just a combination of personal views/essays and some brief/trivial news pieces.--JohnBlackburnewordsdeeds 15:16, 22 February 2013 (UTC)[reply]
  • Oppose: The proposed article is clearly a POV fork. This would be sufficient to not create the article. Moreover its content gives an equal balance between proponents of tau and π. This RFC discusses the notability of tau, but it is clear that it is dramatically insufficient for such a balance. D.Lazard (talk) 09:39, 23 February 2013 (UTC)[reply]
The point is that Tau cannot be treated more extensively in pi without violating WP:UNDUE. I have tried hard to make this WP:NPOV, but if you feel that it is not, I encourage you to help make it NPOV. How should it be, if not a balance between tau and pi? Tazerdadog (talk) 22:07, 23 February 2013 (UTC)[reply]
  • Oppose This is a minor topic, really-- tau is just 2pi, not a unique constant in any sense, and as a result it's hard to see how this could be argued to be a separate topic from pi. As a result, the topic is best served by creating a separate section in pi and creating a redirect at Tau to pi#tau. This solves the problem of not having a "clear" search target, though this issue itself is a bit cloudy as the letter 𝜏 actually has a number of common uses in mathematics, with the 2π definition arguably not even the most well-known. As an engineer, I'm more used to seeing 𝜏 as a variable name for torque or time delay (e.g., in the cross-correlation or autocorrelation functions), whereas mathematical constants (like π, i/j, or e) have essentially monopolized their symbols. Lastly, in order to justify tau having its own article, it would have to be clear what this article would be able to provide that is not already described at pi. siafu (talk) 17:42, 22 February 2013 (UTC)[reply]
  • Oppose essentially for the reasons that I already articulated during the first RfC. I don't see any evidence that the quality of sources has improved since the last filing. There are more YouTube videos and self-published sources, but no sources that would be considered reliable scholarship. It's true that tau is fringe, and sometimes fringe theories get a pass. But that guideline is very explicit: "A fringe subject (a fringe theory, organization or aspect of a fringe theory) is considered notable enough for a dedicated article if it has been referenced extensively, and in a serious and reliable manner, in at least one major publication that is independent of their promulgators and popularizers." None of the sources seem to rise to the level of "serious and reliable" demanded by this guideline. One of the above sources (Telegraph India) actually says it: “This has not been part of any serious mathematical discourse,” Sławomir Biały (talk) 19:32, 22 February 2013 (UTC)[reply]
  • Oppose (insert link to volumnous body of reasons against this idea, brought up the last time we had this conversation.) Rschwieb (talk) 21:09, 22 February 2013 (UTC)[reply]
  • Oppose' Can we now go back to actually important stuff? -- Taku (talk) 00:14, 23 February 2013 (UTC)[reply]
  • Oppose No obviously significant mathematical sources. Murray Langton (talk) 11:51, 23 February 2013 (UTC)[reply]
  • Oppose. No significant mathematical sources, and no significant sources added since the last discussion. — Arthur Rubin (talk) 18:09, 23 February 2013 (UTC)[reply]
  • Oppose - The article lacks any relevant sources; a bunch of "slow news day" pieces don't make a subject notable; while news coverage can be useful source material for encyclopedic topics, most newsworthy events do not qualify for inclusion. Yes, a mathematical article should have mathematical sources, the fact that these sources don't seem to exist just highlights that this is a WP:FRINGE viewpoint that sources do not consider relevant, and that's exactly the kind of fringe topic that has no place on Wikipedia. This article is seriously lacking in quality sources, and no relevant sources have been added since the previous RfC. Saying the article is notable because of Google results and bombarding the article with crap sources do not make the subject notable, and that's all this article has. - SudoGhost 00:02, 24 February 2013 (UTC)[reply]
  • To the extent that we discuss τ, it should be in the "in popular culture" section of the article on π. Basically we have one reasonable source, from the Intelligencer, several self-published pieces, and a lot of slow-news-day newspaper stories. This is the sort of topic that the media likes to use as a short diversion, and so I would give almost no weight to them for mathematical topics. — Carl (CBM · talk) 12:14, 24 February 2013 (UTC)[reply]
  • Oppose Readers looking for "tau" on wiki are appropriately redirected to the "popular culture" section of the pi page, which presents an accurate summary of the topic: little scientific content, media hullabaloo. The size of that section indicates clearly that a separate page is not justified. Tkuvho (talk) 16:06, 27 February 2013 (UTC)[reply]
This has the unfortunate effect that this silly argument keeps being raised on a page about a serious mathematical subject. Better give it its own space. Martin Hogbin (talk) 11:01, 1 March 2013 (UTC)[reply]
That's not cause to create a separate article. A subject must be notable, "silly arguments" don't warrant the creation of non-notable articles just to make it "go away". There is also no "movement" that is any different than the 10,000 other random internet "movements", that would still need sources that are sorely lacking. Saying that "...many of those who oppose this article are doing so in the mistaken belief that we should be discussing the pros and cons of pi vs tau..." is a red herring because nobody has given that rationale; it does not matter if the subject is valid, it must be notable. Anything short of that falls short of warranting an article on Wikipedia. - SudoGhost 11:29, 1 March 2013 (UTC)[reply]

Discussion

How long should this RFC:Article Notability be open before an answer is drawn? John W. Nicholson (talk) 19:09, 22 February 2013 (UTC)[reply]

RFCs default to 30 days, though they can be closed earlier if consensus is arrived at, or if the discussion is ended for some other reason such as another discussion superseding it.--JohnBlackburnewordsdeeds 19:15, 22 February 2013 (UTC)[reply]

If you have an issue on these please edit or state it without the generalizations which does nobody any good. For example, if you do not like a reference being used in the article, tell us which one and why you do not like it. By saying with a broad brush that they all are bad is not good and does not help. If there is no edits, while there are complaints, we have to assume consensus. With consensus things get published. John W. Nicholson (talk) 23:02, 22 February 2013 (UTC)[reply]

If you want edits of a project of article you have first to propose a project of article and to link at the top of the RFC! D.Lazard (talk) 23:18, 22 February 2013 (UTC)[reply]
The subject to this RFC is User:Tazerdadog/Tau_(Proposed_mathematical_constant). John W. Nicholson (talk) 00:02, 23 February 2013 (UTC)[reply]
I'm not happy with the references in general for the reasons stated in the previous AfD, RfC, and (in brief) above. Are there any specific reliable sources that are (credibly) independent of proponents of the subject that have a high reputation for scholarship in mathematics? If so, those are the references I would be interested in evaluating individually. Various editors have, during the course of discussions at Talk:Pi, Talk:Tau (2π), and the previous RfC asked for such references, only to be met with frustrating silence—or worse—links to things like cartoon blogs and YouTube videos en masse, as though these satisfied requests for better scholarship. If there are no sources rising to a higher standard than the ones offered so far, it's quite probably too early for an encyclopedia article about this topic. Writing an encyclopedia article is not something that can or should be done by this kind of googliomancy. Sławomir Biały (talk) 23:43, 22 February 2013 (UTC)[reply]
Comments like above, by Sławomir Biały, is an example of what I am talking about. Give something solid to work with other wise we have to assume there is nothing really wrong with the current article. John W. Nicholson (talk) 00:09, 23 February 2013 (UTC)[reply]
Something solid: Write a book. Get it published by Springer. Then we will write an encyclopedia article based on your book. Good enough? If there aren't sources that meet even a basic standard of scholarship, then clearly we should not have an encyclopedia article about a topic! We're an encyclopedia not a soapbox. I claim that none of the sources offered so far meet basic standards of academic scholarship. I would happily discuss with you a single counterexample, but I am not going to discuss item-by-item a list of bad sources. I want one good source. So do you have one, or should we all just agree now that there is no scholarly source on the proposed constant τ, and therefore there should not be an encyclopedia article on the topic? Sławomir Biały (talk) 00:48, 23 February 2013 (UTC)[reply]
Sławomir isn't prescribing "something solid to work with" because he is saying there's absolutely nothing we can do but wait for more-scholarly sources to be created. --Joseph Lindenberg (talk) 01:05, 23 February 2013 (UTC)[reply]
Joseph, let me get this strait. First, he does not read the references to the article and see which does have scholarly sources and then starts to scream that there are none which meets his standard. Now with this in mind, what he really is saying is the only sources he allows is ones which can not be called fringe on a fringe article? OK. I will have to think about this one. (Not wasting my time doing that.) John W. Nicholson (talk) 02:36, 23 February 2013 (UTC)[reply]
Seriously, which sources there are scholarly secondary sources? I'm simply not seeing sources that meet this description. Regarding WP:FRINGE, we can have articles on fringe topics, but obviously need independent secondary sources that address the subject. Do we have these sources? I have been asking this since even before the start of this RfC. Your reply has always been to change the subject. Sławomir Biały (talk) 13:01, 23 February 2013 (UTC)[reply]
I am being serious too. One, yes, we have references see the page. Which source that is in the article is not a "independent secondary source" on this subject? You might not like the references but they are good fringe references. Two, show me where above this RFC or in the history of this page you have any comment -- no you have not a single one, you have not worked on this page. Three, I have not changed the subject, but you have. Getting back to the subject: Show us what it wrong with the page and please feel free to make good faith edits. John W. Nicholson (talk) 16:35, 23 February 2013 (UTC)[reply]
@Sławomir Biały What exactly qualifies as "one good source". I think our definitions are quite different, but I'd like to here yours. Tazerdadog (talk) 02:54, 23 February 2013 (UTC)[reply]
A peer reviewed source that is independent of the proponents of τ discussing the matter in a detailed and serious manner. Sławomir Biały (talk) 12:53, 23 February 2013 (UTC)[reply]
You want a "peer reviewed source" for a fringe article? Please stop it. You are being waaaaay to funny. LOL And, you still have not read the refs. LOL John W. Nicholson (talk) 16:35, 23 February 2013 (UTC)[reply]
I'm being serious. What kinds of sources do you think are acceptable for encyclopedia articles on scientific topics? Sławomir Biały (talk) 16:57, 23 February 2013 (UTC)[reply]

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It would seem to me that this is not really a question of notability at all, but rather uniqueness. 𝜏 is inherently defined as 2π, so any property tau has is inherently shared with π, and any article about 𝜏 will be broadly a copy of pi, with the exception of a short mention of the origins of this alternative formulation-- something that is best, and least confusingly, included as a section of pi. Alternatively, if 𝜏 were the preferred constant, it would make sense to merge pi into an article about 𝜏. Obviously, this is not the case, so the current situation is best. siafu (talk) 01:15, 23 February 2013 (UTC)[reply]

The problem is, to satisfy Wikipedia's proportionality requirements, the treatment of tau within the pi article is severely limited (to 2 sentences). --Joseph Lindenberg (talk) 01:26, 23 February 2013 (UTC)[reply]
Joseph, what an eloquent way of stating the lack of WP:NPOV.
Siafu, when you say "any property tau has is inherently shared with π" this is not true. Try this. Take any point on a circle, add pi radians. You will not return to the same point. Take any point again and add tau radians you will return to the same point. In fact, no positive value less than tau, and only multiples of tau can do this. John W. Nicholson (talk) 02:36, 23 February 2013 (UTC)[reply]
On the contrary, the entire article is about 𝜏, just as much as it is about π. The fringe use of a different formulation of π (i.e., using another symbol to represent 2π) is restricted to two sentences. siafu (talk) 01:31, 23 February 2013 (UTC)[reply]
Do you feel this is an issue? Please feel free write something eloquent to fix the issue. The main goal of the article was to make a NPOV between tau and pi. I know that I lean for tau because of the unique property stated above. John W. Nicholson (talk) 02:36, 23 February 2013 (UTC)[reply]
He's talking about the pi article. And trying to be clever. --Joseph Lindenberg (talk) 04:03, 23 February 2013 (UTC)[reply]
I'm not "trying to be clever", I'm pointing out a mathematical fact. There are no properties of 𝜏 that cannot be expressed just as easily with π. If we lived in some alternate reality where 𝜏 was considered the base constant, then the same could be said about π, but either way there's no reason to have two separate articles about the same constant. siafu (talk) 05:14, 23 February 2013 (UTC)[reply]
Well, since you are "not "trying to be clever"" can I suggest that you do this (repeat of above since it does not appear that you read it): "Take any point on a circle, add pi radians. You will not return to the same point. Take any point again and add tau radians you will return to the same point. In fact, no positive value less than tau, and only multiples of tau can do this." John W. Nicholson (talk) 16:35, 23 February 2013 (UTC)[reply]
Even if I accept your clever point (We can change the article title to Pi/Tau, right?), there are other pi "subarticles" like Approximations of π, Chronology of computation of π, List of formulae involving π, Piphilology, Proof that π is irrational. So why not a subarticle on the argument over whether Pi/Tau is better in its Pi or its Tau form? --Joseph Lindenberg (talk) 06:08, 23 February 2013 (UTC)[reply]
That question is a slightly different one from whether an article on 𝜏 should exist alongside an article on π, and definitely is a matter of notability. The various subarticles you've named are basically split-offs from the main article, usually done for purposes of brevity, and as such do not escape the requirements of WP:WEIGHT. Wikipedia is not a forum for promoting new ideas or new interpretations, and as such, can only reflect the current state of scholarship, which does not embrace 𝜏 as a constant, by a long shot. siafu (talk) 06:37, 23 February 2013 (UTC)[reply]
I have not heard of a fringe article having to have a "state of scholarship" before it could exist in Wikipedia. Please explain. Also, please explain why you want a fringe article included in pi. If you ask me, pi already is needing a WP:LIMIT RFC as to split it up more. As for WP:WEIGHT, I point to the talk above this RFC and how it has gone. No one from pi has come over to do any edits to support pi (and please do) yet we have self-censored ourselves from adding more weight for tau because we knew this issue would be brought up. And, yes we have asked for them there to do so. If they want to edit this page, then the weight here should reflect the true weight of the subject and how it reflect on reality. Not like it currently is with pi. Also, take a look at the link I gave with my "support" above it shows how many people are looking for tau. So, no, tau does not belong there. John W. Nicholson (talk) 16:35, 23 February 2013 (UTC)[reply]
The reason this fringe article needs to have a state of scholarship before it could exist on wikipedia is because the topic is already included in an existing article; this is not a novel concept, just a minor tweak to an existing (and extremely well-documented) one. If there really is such a huge amount of interesting new and unique information about 𝜏, then you should have no problem convincing the folks at pi to include it there. The fact that you haven't speaks volumes to me. siafu (talk) 17:06, 23 February 2013 (UTC)[reply]
So maybe we should merge the pi article into number and only give pi/tau two sentences? --Joseph Lindenberg (talk) 01:44, 23 February 2013 (UTC)[reply]
You are being intentionally absurd now. Creating an article about 𝜏 would be somewhat analogous to creating a separate article about the Reduced Planck constant (note how that redirects to Planck constant). Certainly, the reduced Planck constant is commonly used in physics, much more commonly used in general than 𝜏, and yet the fact remains that it is simply the Planck constant divided by 2π. It has no properties unique from the Plank constant, and therefore does not merit a separate article. siafu (talk) 01:48, 23 February 2013 (UTC)[reply]
It would also be somewhat analogous to creating separate articles for circle and semicircle, which we do. Or separate articles for radius and diameter, which we do. Look, I don't care whether we put all of Wikipedia into one extremely long single article. Two sentences isn't enough to adequately describe the tau/pi issue. If WP:WEIGHT won't allow it to be adequately described within the pi article, then it should have a separate article. You could even title it The Tau/Pi Issue I suppose, because I agree that any such article shouldn't be just a carbon copy of the pi article with all the formulas adjusted. It should focus on whether tau might or might not be a preferable math constant to use. --Joseph Lindenberg (talk) 03:29, 23 February 2013 (UTC)[reply]
What exactly would there be in an article about 𝜏 that is not already covered in those two sentences? 𝜏 = 2π. Someone has suggested using it because it simplifies some equations, but it hasn't caught on. That pretty much covers it.siafu (talk) 03:45, 23 February 2013 (UTC)[reply]
No, it is more like the article on 42 which talks about "Life, the Universe, and Everything". John W. Nicholson (talk) 02:40, 23 February 2013 (UTC)[reply]

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It occurs to me that the article 4 (number) is superfluous, since it's simply 2 times 2. I say we merge the two. If you oppose, the argument "tau is simply two times pi" fails on the same grounds. Kleuske (talk) 15:59, 23 February 2013 (UTC)[reply]
Did you read this article? Do you know how to merge it credibly into 2 (number)? 4 (number) lists tenths of properties of 4 that are not shared by 2, the first one being "Four is the smallest composite number". Can you cite one property that is not shared by π and 2π? D.Lazard (talk) 16:21, 23 February 2013 (UTC)[reply]
Yes, I have read it, I even edited part of it. Do you understand what this means: "The difference of a pair of unequal coterminal angles is integer multiple of τ."? It might not be clearly stated, but it is clearly a different property that 𝜏 has that π = 𝜏/2 does not have. John W. Nicholson (talk) 16:48, 23 February 2013 (UTC)[reply]
I've read them and pi is not defined as the ratio between radius and circumference. Tau, o.t.o.h., is. Apart from that, i fail to see the reason for all the commotion. How does an article on Tau spark such vehement opposition? I've been watching the debate for a number of months now, and my amazement has been steadily growing. Kleuske (talk) 17:17, 23 February 2013 (UTC)[reply]
Not to be too nitpicky here, but all the integer multiples of 𝜏 are also integer multiples of π. I think the resistance to a 𝜏 article stems from the fact that the 𝜏 proponents, having lost an AfD and a previous RfC, are again trying to create an article on 𝜏 despite apparent consensus against it. Additionally, this advocacy, partially by apparent single purpose accounts, as well as the occasional comments about having to defeat the entrenched forces of conventional thinking (the "pi-ous"), sound an awful lot like something wikipedia is not about. siafu (talk) 17:32, 23 February 2013 (UTC)[reply]
The AfD in question, which was launched, appropriately, on pi-day? The WP:Pointyness was dripping off, sorry to say. Shortly before it had renamed from Tau against pi debate (excellent title, btw) back to the strictly math title and subsequently gutted for not being proper math. Paint me paranoid, but there's some method in this madness...
Wikipedia is not a venue for mathematical discourse. Not pro-this, not contra that. Wikipedia is here as a repository of human knowledge, wether we like it or not. Debate had been stirred, sufficient attention had been drawn, the subject, therefore, was notable in it's own right, not on mathematical grounds, but on social ones. Perhaps the infamous Indiana Pi Bill should be this years target for Pi-Day celebrations. Subjects do not have to be mathematically correct or accepted to be notable. Kleuske (talk) 18:31, 23 February 2013 (UTC)[reply]
To Kleuske: Why such a vehement opposition? Simply because it is a POV fork, which is forbidden by WP policies. D.Lazard (talk) 18:09, 23 February 2013 (UTC)[reply]
What POV fork? Kleuske (talk) 18:31, 23 February 2013 (UTC)[reply]
In hindsight, i'm sad to note the author of the paper got into the debate (and the article) as much as he did. That muddied the waters no end. Kleuske (talk) 18:56, 23 February 2013 (UTC)[reply]
O, and... on the question "Can you cite one property that is not shared by π and 2π?"... two have been named. Kleuske (talk) 19:27, 23 February 2013 (UTC)[reply]
Neither of the named properties are also unique to 𝜏. siafu (talk) 19:47, 23 February 2013 (UTC)[reply]
Sigh. Tau is the period of the sine and cosine. Pi isn't. Any angle plus tau radians is a coterminal angle of the original. This is not the case with pi. Tau does have properties that pi does not. However, the question is whether it is notable, not whether it has uses.Tazerdadog (talk) 02:29, 24 February 2013 (UTC)[reply]

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@Sławomir Biały can you find "A peer reviewed source that is independent of the proponents of Stanley Meyer's water fuel cell discussing the matter in a detailed and serious manner." Note that this is not an example of WP:OTHERCRAPEXISTS, as this article is specifically allowed in WP:FRINGE. I think your definition is alittle tight. We have a peer reviewed paper independent of the subject which uses tau in the sense laid out in this article [1] (which wasn't in the first discussion BTW), and we have plenty of news sources independent of the subject which discuss tau seriously and at length. If this doesn't confer notability, then tau is not notable. I believe it does. Tazerdadog (talk) 19:43, 23 February 2013 (UTC)[reply]

No, that precisely is WP:OTHERCRAPEXISTS, and so irrelevant. Stick to this article. And that's not a peer reviewed paper in the sense of one published in a journal. It's a PhD thesis. It also isn't on τ, τ isn't explained it's just used. For notability an academic source needs to not only be peer reviewed but also it needs to cover the topic in some depth. That fails on both counts.--JohnBlackburnewordsdeeds 19:59, 23 February 2013 (UTC)[reply]
You miss my point. That article is specifically allowed and declared notable in WP:FRINGE. It would be WP:OCE if it was just a random article that was found somewhere. That source was supposed to show the highest level of academic scholarship tau has been found in. If you want a source that covers it in more depth, I would recommend looking at our news articles, which are numerous and extensive. Your standard for a source is too high and rigid, and I would suggest that the sources we have clearly indicate notability under a mainstream definition of notability. Per WP:GNG, "Notability requires significant coverage in reliable sources independent of the subject". All of our news articles qualify here. There is no requirement for peer-reviewed journals. Even so, I tried to give you an academic source. Either I am completely missing your point (a distinct possibility), or your bar for notability is ridiculously high and outside of the mainstream.Tazerdadog (talk) 21:30, 23 February 2013 (UTC)[reply]
That, the 'ThibautPaper', was the reference in your comment that I was replying to. As a student paper for a PhD it's not a good academic source. The news items are not significant, in-depth coverage. None discuss the arguments for it in depth, or go into any mathematical detail. At best they supply information for the popular culture section, but the bulk of the article has no proper sources.--JohnBlackburnewordsdeeds 22:21, 23 February 2013 (UTC)[reply]
Information Divergence is more chi squared distributed than the chi squared statistics. 2012. International Symposium on Information Theory (ISIT) --Joseph Lindenberg (talk) 22:52, 23 February 2013 (UTC)[reply]
Would the article be notable as a pop culture phenomenon rather than a mathematics article in your opinion? Tazerdadog (talk) 22:44, 23 February 2013 (UTC)[reply]

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I'd like to try to reply to the substance of the original question. A peer-reviewed source that treats this topic in detail would, I think, clinch this article for me. But I would like to elaborate on my reasons for suggesting this, and to give an indication of the kinds of other sources that might satisfy me even though it is difficult to pin these down in advance of seeing them. My chief concern is that there is really nothing to say about a topic that hasn't been seriously addressed by anyone but the proponents of a fringe idea. As I stated in my oppose vote, my interpretation of WP:FRINGE is that we need a source that, independently of the proponents of τ, treats the subject in a serious and detailed manner. That could then be a basis for an article, giving our pillars (WP:NPOV, WP:NOR, WP:V) a foundation from which to build. But without such a source, I don't see how an article on tau can give a realistic and informative perspective of its prominence in mathematics. On the one hand, for instance, we obviously can't base an article on a fringe theory exclusively on the writings of the proponents of the theory. But on the other hand, how can we say that no textbooks use tau if no secondary source makes this observation for us? This kind of synthetic claim is expressly forbidden under the NOR policy. Quite simply, the scientific establishment has remained silent on the topic of tau. This, to me, is an insurmountable impasse. And so I think this should be a basic litmus test of a fringe theory: have members of "the majority view" felt the fringe theory significantly notable to comment on it. I would say that this is not the case here, and so it is not possible to write an encyclopedia article from the sources currently at hand. Sławomir Biały (talk) 23:17, 24 February 2013 (UTC)[reply]
Do you consider Mathhorizons a "peer-reviewed source"? I ask because it is used in ref. 6. of the article. And, I don't think you have read the Mathhorizons article because it, Mathhorizons, is part of the "scientific establishment." To claim that it is not or that it's just an opinion is ignoring the place and person cited as to gaming the system as to forbid a fringe article from existing. This is not a NPOV. I don't think BBC News is in the business of supporting tau or pi and it is used in 15. (and there are many more). As for "have members of "the majority view" felt the fringe theory significantly notable to comment on it", see ref. 1. The fact that I am asking you to please see 1. indicates that you have not looked at these cites and are just giving out the view of a knee-jerk reaction. John W. Nicholson (talk) 15:57, 25 February 2013 (UTC)[reply]
This article is clearly an opinion billet (section "...aftermath" of the journal) that engage only its author. If it has been reviewed, it is certainly only on an editorial basis, not on a scientific basis. In any case, it is clearly written by a tau proponent and is absolutely not "a source that, independently of the proponents of τ, treats the subject in a serious and detailed manner". D.Lazard (talk) 16:22, 25 February 2013 (UTC)[reply]
@D.Lazard and Sławomir Biały: So, you would have to agree that it is a WP:FRINGE article qualified source, as to the intent of the article and used in the article in the proper place. Correct? John W. Nicholson (talk) 08:29, 26 February 2013 (UTC)[reply]
Not at all. D.Lazard (talk) 09:00, 26 February 2013 (UTC)[reply]
So, are you then ignoring the place and person cited as to gaming the system? If, not please explain. — Preceding unsigned comment added by Reddwarf2956 (talkcontribs) 13:13, 26 February 2013 (UTC)[reply]
You are reminded to assume good faith. No one has given you any cause to assume that they are acting and bad faith. Such accusations are certainly not productive to this discussion. Sławomir Biały (talk) 13:26, 26 February 2013 (UTC)[reply]
Reference 1 is a news piece in the star. It is not a reliable scientific source. Such things are discussed in WP:FRINGE as sources to avoid ("slow news day" sources). The Mathhorizons source is an opinion piece, that is only a reliable source for the opinions of its author, a tau proponent. Sławomir Biały (talk) 19:05, 25 February 2013 (UTC)[reply]
Clearly, you are trying to not look at what is wrote in the article and looking at unused extra cites in the talk section above. If you look at the article, as you should do in the first place, and see that Cavers, Michael wrote "The Pi Manifesto" which is another WP:FRINGE article qualified source as to the intent of the article and used in the article in the proper place. Correct?. John W. Nicholson (talk) 08:29, 26 February 2013 (UTC)[reply]
I don't know what "WP:FRINGE article qualified source" is supposed to mean. Certainly, we can source the opinions of tau proponents six ways to Sunday. But we don't have any reliable secondary sources placing these into a perspective that accurately reflects the historical, cultural, and scientific significance of the tau movement. That's the whole problem. Sławomir Biały (talk) 13:31, 26 February 2013 (UTC)[reply]
Genuine request for clarification here -- I've been wondering what precisely is meant by the "independently of the proponents of τ" requirement. Does this actually mean that if Stephen Abbott had written pretty much the exact same piece in Math Horizons, but indicated he wasn't really convinced, it would count? I'm not aware of any proselytizing he has done for tau. Being co-editor of Math Horizons, he occasionally writes columns for it, so he chose to write this one about tau and said he thought it was a good idea. If everyone in the world thinks something is a good idea, is the idea banned from Wikipedia because there's nobody "independent" left to write about it? --Joseph Lindenberg (talk) 19:47, 25 February 2013 (UTC)[reply]
An issue for me is the lack of any balancing perspective. Somehow a neutral article would need to make clear that, despite advocacy, the tau idea has not made it into the mainstream. That is, it is still a fairly fringe notion (although one that is gaining some traction). We don't really have good sources for this because no one besides people arguing for it seem to have bothered to take it seriously. Obviously, if the whole world thought it would be a good idea, then we'd have lots of secondary sources on the subject, much like the current article pi, so that's wouldn't be an issue. Sławomir Biały (talk) 13:41, 26 February 2013 (UTC)[reply]
I would point you to Cavers' "The Pi Manifesto, and the article by Telegraph India, both of which are heavily cited in the article. Also, if you think the article as written is anything but WP:NPOV, I encourage you to edit it, so we can come to a consensus position.Tazerdadog (talk) 20:28, 26 February 2013 (UTC)[reply]
That very article states quite plainly that no one takes the tau proposal seriously. Doesn't this bolster the case against having an article? Sławomir Biały (talk) 22:36, 26 February 2013 (UTC)[reply]
Well let's be honest here, it is more feasible than the colonization of Europa which has a page. But, this source and other ones would be a good one for stating the high level of doubt on being used currently expressed by mathematician. Feel free to make an edit to bring on the consensus. — Preceding unsigned comment added by [[User:{{{1}}}|{{{1}}}]] ([[User talk:{{{1}}}#top|talk]] • [[Special:Contributions/{{{1}}}|contribs]])
I must admit that it's a bit alarming we have that article. I'm not sure what that proves though. Sławomir Biały (talk) 22:56, 27 February 2013 (UTC)[reply]
Not only do we have an article on colonization of Europa, we have one on terraforming it. I think the point is to show that your interpretation of notability is significantly tighter than the one that seems to be in general use on wikipedia, and that feasibility is not required for inclusion on Wikipedia. However, this argument is clearly WP:OTHERCRAPEXISTS. Tazerdadog (talk) 23:32, 27 February 2013 (UTC)[reply]
That's quite a synecdoche! You are extrapolating a principle of "general use on wikipedia" from a pair of very questionable examples: a cherry-picked sample of less than 0.0001% of the articles on Wikipedia. Sławomir Biały (talk) 00:12, 1 March 2013 (UTC)[reply]
less than 0.4176 articles. I see . The only point, and I freely admit this was not the best way to do it, was to show that feasibility is not necessary to be suitable for inclusion in Wikipedia. These two were only extreme and handy examples, but the point is those articles are representative of a large number of others.Tazerdadog (talk) 05:31, 1 March 2013 (UTC)[reply]
One or the other of us clearly misplaced a decimal point. At any rate, yes it's true that we have lots of rubbish lying around, and there is no question that you can dig up many articles that do not even meet basic standards of inclusion. In fact, it used to be so bad that Special:Random could be relied upon to deliver problematic articles on command. Thankfully, that is becoming less and less true. But it isn't our policy here to base our standards of inclusion on the lowest common denominator. Just because an article appears on Wikipedia does not mean that it is community approved. Articles, old and new, are deleted on a daily basis. Sławomir Biały (talk) 00:37, 2 March 2013 (UTC)[reply]

Speaking of Special:Random, you might be interested in seeing some of my analysis below. I agree, that whether an article on some Europa thing exists has exactly zero bearing on whether an article on Tau should exist. The one, sole, and only point was to try to show that feasibility is not a prerequisite for suitability for inclusion. I would also be willing to place a small wager that neither of the above articles will be deleted in the near future. Tazerdadog (talk) 04:10, 2 March 2013 (UTC)[reply]

Don't rewrite RfC summaries during discussion

Editors should not rewrite the question mid discussion because they feel the discussion is going against them. The question is clear enough. Bring better arguments, such as better sources, and persuade editors. Maybe enough will be persuaded to change their !vote. The question as it is is perfectly clear and the comments and !votes should be respected, not pushed to one side.--JohnBlackburnewordsdeeds 21:22, 23 February 2013 (UTC)[reply]

I agree, let the question stand or fail, if you want to add a third position besides support or oppose feel free. Tazerdadog (talk) 21:34, 23 February 2013 (UTC)[reply]

Again, in this edit an attempt was made to introduce new rules and a new !vote to the RfC. Don't do this. Let the RfC run its course. Editors have !voted in the straw poll already, and can't be expected to revisit the page to add their !vote to new polls. Also the edit included other editors comments with no explanation or attribution. Absent a few narrow exceptions editors should never edit other editors comments without clear reasons which should be given. Even just copying them is disruptive: if the editor does not know or notice they are copied they might miss replies to their comments.--JohnBlackburnewordsdeeds 10:41, 3 March 2013 (UTC)[reply]

I have to disagree here, this isn't changing the original question, it's asking what to do if/when this goes down as "No consensus". I fail to see how what I did could be considered disruptive, but I will refrain from re-adding until we have a couple more opinions. This does not change the RfC, it merely asks what the next step is. I fail to see how merely copying relevant comments in context and intact, without a single letter altered is disruptive. However, I will wait for more opinions instead of re-adding. Tazerdadog (talk) 18:02, 3 March 2013 (UTC)[reply]
This is basically a rerun of the merge discussion for Tau (2π), referenced above. The previous consensus was to merge Tau (2π) to Pi. If there is a clear !vote against creating a new Tau (2π) article, or no consensus to overturn that then things stay as they are, Tau (2π) merged to Pi. And given the two discussions on this in the last twelve months that's how they should stay for the immediate future. Holding !vote after !vote until you get a result you like is disruptive. Threatening to take it to the mediation committee if you don't get the result you want is also disruptive.
The guideline most relevant to this is perhaps WP:STICK. After a discussion, especially after multiple discussions, if it doesn't go the way you want than accept it, walk away from the dispute and find something else on the encyclopaedia to work on. Too much effort has been expended on this already, we don't need yet another !vote to prolong it further.--JohnBlackburnewordsdeeds 18:57, 3 March 2013 (UTC)[reply]
No, WP:STICK is not related because new sources have emerged since last year and new editors are voting. However, WP:WL does apply for those who are only giving their opinions without any positive constructive action and being disruptive. John W. Nicholson (talk) 23:17, 3 March 2013 (UTC)[reply]
Also disruptive is deleting peoples comments which are intended to make an issue clear or to help decide an issue which lacks a clear question or answer. John W. Nicholson (talk) 23:28, 3 March 2013 (UTC)[reply]

WP precendent in another article

This situation seems to bear many similarities to the article Campaign for "santorum" neologism. In that case there was a publicity campaign to promote a new word. The new meaning was not truly in use in English, but there was a well-documented publicity campaign. After very extensive discussions, the WP community decided to keep the article, but change it's name so readers were clearly informed that the new word was not officially in use, yet the underlying campaign was notable enough for a WP article. Applying this to tau: since there are no serious math sources that treat tau as a valid math concept, perhaps the article could be named Proposal for tau (math constant), and the article could focus on the Quixotic campaign? --Noleander (talk) 23:50, 23 February 2013 (UTC)[reply]

Noleander, in mathematics some of us are pretty snotty about terminology when dealing with terms with precise meanings and concepts that deal with precise relationships. Surely when you say that "...since there are no serious math sources that treat tau as a valid math concept..." you could have tried harder? Anyone would think that you thought that tau is an invalid concept, or that you think all <ahem> serious math sources think the concept of 2pi is invalid? In what way might it be invalid? Did you think multiplication of a transcendental real number by two is invalid, or even arbitrary? You shock me. Is every concept not already treated by serious math sources necessarily invalid or even uninteresting? Perhaps you would like to reword your proposal? Remember that the situation with santorum (you should excuse the four-letter word!) was precisely the reverse of this one: Santorum was at that time a word no one really wanted, looking for a referent that in the event no one really needed. Here we had referent that some people wanted and a lot of people had known and worked with under the expression 2pi or the like, and someone wanted a symbol for that referent. That is not in the slightest the same thing and not at all a valid isomorphism. Hm? JonRichfield (talk) 18:57, 2 March 2013 (UTC)[reply]
So Noleander says tau is like santorum. Gee, thanks for your support, Noleander. --Joseph Lindenberg (talk) 00:04, 24 February 2013 (UTC)[reply]
(Not sure if there is sarcasm intended?) I was just saying that WP had another article that was about a publicity campaign, where the underlying item being promoted was not genuinely accepted. The WP community ended up approving it only if the article was limited to the campaign, not the underlying item. Whether or not the tau campaign has sufficient reliable sources to be notable as a campaign is still an open question. --Noleander (talk) 00:12, 24 February 2013 (UTC)[reply]
It's a valid and helpful point. Just not a flattering analogy if taken literally. --Joseph Lindenberg (talk) 00:19, 24 February 2013 (UTC)[reply]
I heard a similar analogy used a few days ago with a guy saying if he was fly he would land on the woman he was talking with (he was trying to say she was sweet after a fly did land on her.) -- not good. By the way, I am wondering if seeing that santorum is still being used as a word would make it officially a word if the 3rd party officials, see the use on this page? It makes it funnier if you think about it. I can see the announcement now. John W. Nicholson (talk) 01:49, 24 February 2013 (UTC)[reply]
Interesting comparison. Even if tau is not notable as a constant (I think it is, but it's thin), the movement itself is likely notable.Tazerdadog (talk) 00:17, 24 February 2013 (UTC)[reply]
I agree to this point on one level. And, I also think it is a notable as a constant (the periods of sine and cosine alone makes this constant notable in my book). But, how to state it on the page? I mean there is a lot of "we say, they say" with these two constants and so it seems some that and the math behind it will come up. And, I also feel that it should come up. That is why I think using WP:fringe would work. John W. Nicholson (talk) 01:49, 24 February 2013 (UTC)[reply]
  • That article has plenty of reliable sources specifically noting the campaign with sources specifically dedicated to the campaign; pieces mentioning in passing that Tau is pushed by the person who came up with it is not similar, not by a long shot. Saying that the Santorum article creates a precedent for this article just feels like an attempt to skirt around notability; this article doesn't somehow become excempt from WP:N just because some other article is actually notable, because that "similarity" falls on its face when its actually examined. - SudoGhost 02:02, 24 February 2013 (UTC)[reply]
This is not an attempt to skirt WP:N, it is asking if the movement might be notable even if the constant is not. I have added another option at the top to this effect.Tazerdadog (talk) 02:35, 24 February 2013 (UTC)[reply]
Without reliable sources showing such, the answer is absolutely not. No sources have been shown that would even begin to suggest that it would be notable for such a thing. Notability cannot be crafted from nothing; sources must demonstrate it. - SudoGhost 03:10, 24 February 2013 (UTC)[reply]
Try #45 above for notability of tau as a pop-culture movement.Tazerdadog (talk) 03:25, 24 February 2013 (UTC)[reply]
Why would that suddenly make it notable when it didn't previously? The very first sentence of that reference sums up how notable that is; anything can be "a day" on the internet, that isn't notable, when even the reference starts the article off by saying this, that doesn't speak well for the subject. - SudoGhost 03:41, 24 February 2013 (UTC)[reply]
Are you saying CNN is not a notable 3rd party to this? Are you saying that they are not a news organization? Are you saying that there are not other news organizations which covered tau? Is even referencing 6. Stephen Abbott opinion in Math Horizons is not good enough as to show "as a pop-culture movement" tau exist? I have this feeling that everything, and anything which is brought forward will be considered no good, period. Clearly, that is totally wrong headed. John W. Nicholson (talk) 04:24, 24 February 2013 (UTC)[reply]
If you have to start a sentence with "are you saying..." then the answer is probably no, especially when nothing like that was suggested, and saying that "other news organizations covered tau" seems to suggest that you haven't actually read any of the reasons why the previous consensus determined the subject to be non-notable: those kinds of sources are sufficient for verification, but are not sufficient for notability. Just because it appears in a news article doesn't mean it's suitable for a Wikipedia article. That's not my opinion, that's Wikipedia policy. "Anything which is brought forward will be considered no good" is pretty accurate when the only things that are being brought forward are more of the same crap, when you pile up crap I don't know how that would suddenly become anything other than a large pile of crap. A CNN article saying "There's all kinds of weird stuff on the internet, there's a day for everything, like this thing that's been rejected!" doesn't warrant a Wikipedia article. My advice would be to look for actual references for the article, ones that would establish notability for the subject, because that is something that is sorely lacking. Trying to spin it so that "the movement" somehow carries the notability for the article isn't going to work because the "movement" isn't notable either, and notability cannot be side-skirted around, and if you have to scrape the bottom of the barrel for notability then that should be a hint that the subject isn't notable enough for inclusion on Wikipedia as a standalone article. - SudoGhost 05:37, 24 February 2013 (UTC)[reply]
The fact that there are enough publications out there to stimulate surprised readers to wonder how seriously to take the matter, means that it is more than notable enough for an article. Not only peer-reviewed polywater, N-ray, cold-fusion, vibration-impressed water molecules and similar bandwagons deserve exposure to demolition or even evaluation just to suit your personal coolly balanced authority and taste. And no amount of wikilawyering can change the fact that citations only have to serve the needs of readers for verification, not for stone tablets of peer-reviewed infallibility from mount Sinararat. JonRichfield (talk) 19:05, 1 March 2013 (UTC)[reply]
But that is not an argument for having a separate article, rather than using the pop culture section of the article for pi. Surely the latter place is still able to explain how seriously to take the matter. — Carl (CBM · talk) 19:25, 1 March 2013 (UTC)[reply]
Carl, if you will forgive, I find that a rather curious line of thought. I grant that it should be possible to fuse the two subjects in one article, and if the author were willing to enter the same material in a suitable form, then why not? Not counting of course the luminous-salivating pack baying for his blasphemous blood, and using the charge of blasphemy to justify all their bullying POV and WL excesses and deletions. But then we think a bit further. First of all, if anyone wanted to look up the subject, he might not know that it really is in the pi article. Ah... but wait a bit; why not add a redir? Then everyone is happy, right? Anyone wanting to find pi info could find it by entering pi and anyone wanting Tau info could get it by entering either pi or Tau? And all the problems are solved? In exactly the way that they would be solved if we had the same material in two articles instead of one, as currently proposed? But with two separate articles, anyone uninterested in Tau (most readers, I think you would agree) would be able to read a more compact article without being encumbered or confused by the Tau addition, surely? Those who were interested could easily link across via "see also" etc. To summarise, Carl, most readers about pi shouldn't have any interest in Tau, but most tau readers should have an interest in pi. Of course, if you want to rub everyone's nose in both topics, no doubt you have a point, but otherwise you lose me. Remember that pi is a pretty large subject with a large and growing article. Would you really wish to inflate it to no better point than that a lot of people don't like tau any better than the proposer of the new article, but that he had something useful to say about it, which he was happy to place out of the way of those uninterested? JonRichfield (talk) 18:31, 2 March 2013 (UTC)[reply]
There is a redirect, and a link from the page Tau, so if someone just types "tau" they will be led to the article. My belief is that this is sufficient. — Carl (CBM · talk) 15:07, 3 March 2013 (UTC)[reply]
Yes Carl, there is a redirect, and a link from the page Tau. Can you tell me where it is redirected towards and where you end up? John W. Nicholson (talk) 23:07, 3 March 2013 (UTC)[reply]
The link is at Tau#Mathematics, the last entry, after the more common and well known uses of the letter in mathematics. It of course redirects to Pi.--JohnBlackburnewordsdeeds 00:54, 4 March 2013 (UTC)[reply]
Almost correct. Try redirects to Pi#In popular culture and left clueless as that you are looking at an article about pi. With the biases of pi, because there is no room for any talk about tau (pi is in my opinion is too big to be adding a fringe article to it), and tau should not have be merged there in the first place (it is a notable fringe article), there is not as much information as the current article at question. John W. Nicholson (talk) 02:25, 4 March 2013 (UTC)[reply]

break

The policy that you cited (wikipedia is not a newspaper) says that we should ensure that tau is not journalism, a news report, a Who's who, or a diary. I fail to see how this article could be considered any of these.Tazerdadog (talk) 07:35, 24 February 2013 (UTC)[reply]

You didn't read the relevant part then. It also says that just because something is "in the news" that doesn't mean that it belongs on Wikipedia. Sources like that can be used as sources, certainly, but notability is more than just "can we verify something." It has to matter, and this subject does not, outside of these types of news sources. - SudoGhost 07:43, 24 February 2013 (UTC)[reply]
is this:
However, not all verifiable events are suitable for inclusion in Wikipedia.

what you were meaning. While I don't think there is any doubt that tau is verifiable, I would go the step further to say that the sources above demonstrate notability. Again, I quote the general notability guideline: Notability requires significant coverage in reliable sources independent of the subject. I think the above references satisfy all of those criteria, don't you?Tazerdadog (talk) 08:46, 24 February 2013 (UTC)[reply]

What I was specifically talking about was the part that says "While news coverage can be useful source material for encyclopedic topics, most newsworthy events do not qualify for inclusion." Just because there are a few "look at this quirky day!" articles doesn't mean it is appropriate for an encyclopedia, that's the point. You can "go the step further" and claim that these sources demonstrate notability, but Wikipedia policy and previous consensus saying otherwise, so you making that claim doesn't hold much weight. WP:GNG is not a guarantee, it is a presumption (read the "presumed" part, it's just as important as the others), and that presumption does not pan out when you look at what Wikipedia policy says concerning the types of sources that this article has. This topic is not notable enough to warrant a separate article on Wikipedia based on the types of sources present in the article, because these are exactly the types of sources that WP:NOTNEWSPAPER points out. That was the consensus the previous RfC reached, and nothing has been presented that would change that, it's just more of the same type of sources. - SudoGhost 09:23, 24 February 2013 (UTC)[reply]
We have significant number of non-newspaper sources. This, combined with the amount and persistence of the news articles seems to me to demonstrate notability clearly. Tazerdadog (talk) 18:06, 24 February 2013 (UTC)[reply]
This is your opinion. To repeat it ad nauseam is not the good way to convince the editors that have the opposite opinion, and, for the moment, are the majority. D.Lazard (talk) 18:30, 24 February 2013 (UTC)[reply]
What is he to do to avoid repeating it ad nauseam in the face of an avalanche of irrelevant and hostilely repetitive claims in denial of what he has said? The point of the article is to present to anyone who might wonder about the status, basis and support for topics related to tau, a reasonable perspective on the matter. He even has been modest, reasonable, and remarkably patient about it. Now you jump in and shout at him for going on being patient in the face of persistent and irrelevant abuse? Look for example at the statements about his (horrors!) academically deficient citations. The fact that they are not academically respectable is totally irrelevant; they are there for the benefit of readers who wish to inspect and verify sources, not to establish the unassailability of their content. Would you demand the removal of articles on say, ghosts just because the citable sources include no peer-reviewed sightings? What then makes ghosts notable enough for an article? The fact that every time you hear a floorboard creak at night you hide under the blankets? JonRichfield (talk) 18:48, 1 March 2013 (UTC)[reply]
That's not a very good example, given that the ghost article has no problem meeting notability requirements; one look at the sources shows that. That article has much more than slow news day newspaper sources supporting it. The floorboard thing is a rather unnecessary red herring, and if that's all you have to support this article that speaks volumes, and likely not in the way you intended. It's not a notable subject, not yet at any rate. - SudoGhost 04:08, 15 March 2013 (UTC)[reply]

Time for an AfD?

The RfC process doesn't seem quite right for this particular issue. Based on initial results, it looks like it would get closed as "no consensus" which doesn't resolve the situation one way or another. The AfD process has a few benefits compared to RfC process: (1) AfD will bring in uninvolved editors that have fresh views; (2) it will focus solely on the notability issue; and (3) it will have a definite outcome of either Keep vs Delete&Merge. --Noleander (talk) 21:06, 26 February 2013 (UTC)[reply]

  • There's already a consensus based on a previous RfC that this does not warrant a separate article. Short of consensus changing, this does not belong in the mainspace and I'm not seeing any "no consensus" here, but rather a few support comments based on problematic reasoning or a brief "it's notable" comment without any explanation and without addressing the issues brought up. AfD is not the place to circumvent an RfC, and the purpose of AfD isn't to vindicate an article's existence when your preferred outcome isn't reached, because that seems to border on forum shopping. - SudoGhost 21:30, 26 February 2013 (UTC)[reply]
I apologize: I did not intend to suggest that forum shopping was appropriate. I was just speculating that if this RfC were closed as "no consensus", then that is a fuzzy resolution. If that were to happen, an AfD might be a good process to utilize aftewards because it is more black-and-white. Using an RfC to get permission to create an article is rather unusual. AfD is attended by lots of editors that are experts in Notability, and many of whom are willing to look for sources. --Noleander (talk) 00:40, 27 February 2013 (UTC)[reply]
  • I think your suggestion of making the article and title more definitely about the "tau campaign" might be the way to go. Suppose Tazerdadog made the necessary tweaks and then published it under a title like "Tauism" or "Campaign for new math constant tau". Then have an immediate AfD. --Joseph Lindenberg (talk) 21:38, 26 February 2013 (UTC)[reply]
  • The AfD would be immediately closed and the move to article space reverted; there is an ongoing RfC and that would be forum shopping, and the "tau campaign" has no reliable sources showing any notability for such a movement any more than tau does; notability cannot be skirted around, and that's the only reason to try to change the subject. Making it about a "tau campaign" wouldn't change the fact that the sources are still problematic and do not support such a subject. - SudoGhost 21:55, 26 February 2013 (UTC)[reply]
There's also the fact that the answer you're looking for isn't really within the scope of an AfD; the previous RfC concluded that the sources currently int he article weren't sufficient enough for a separate article, and that it should be mentioned at Pi instead. AfDs have been closed as "keep" before and then still almost immediately afterwards merged into and/or redirected to a more appropriate article, so if AfD is an attempt to "validate" a separate article, it wouldn't work. - SudoGhost 22:24, 26 February 2013 (UTC)[reply]
AfD is for Articles. This is not, in WP's narrow definition, an article. It's a userspace draft. These can be deleted via MfD but that seems unlikely to happen. Drafts in userspace are usually only deleted if there is no chance they will become an article: attack pages, patent nonsense, stale pages that haven't been edited for a long time. I would say that no such reason applies here.--JohnBlackburnewordsdeeds 22:26, 26 February 2013 (UTC)[reply]
  • I'm not certain what an AfD would achieve. I would propose a different remedy. Allow someone completely uninvolved to assess the arguments and evidence—someone with extensive experience with things like WP:FRINGE in addition to our pillars—and then rule on the matter. This is, in principle, how RfC's are supposed to close. But in practice, usually votes are counted, and arguments are assessed by the relative strengths of the word salads contained therein. What I am proposing is that instead the closing admin could be in effect allowed to cast a supervote on the matter, and so to take on a greater role in establishing the consensus. Sławomir Biały (talk) 22:58, 26 February 2013 (UTC)[reply]
  • From what I see, we are divided based basically on !vote lines whether an AfD is better. As I don't see overwhelming consensus either way, lets let this play out. An AFD can just be appealed to deletion review or an RFC, so I'd like to get this over with once and for all. AFC is another option, but I'm opposed to it on the same grounds.Tazerdadog (talk) 23:39, 26 February 2013 (UTC)[reply]
  • Bad Phrasing. I wanted a result with some degree of finality, so that this discussion isn't repeated in two months. Tazerdadog (talk) 04:20, 27 February 2013 (UTC)[reply]
  • @Sławomir Biały I agree. However, I would like to tweak this a little. What I propose is that if the final tally is at all close (say neither side has a 2:1 majority), then we ask 3 or 5 random uninvolved admins to vote their opinion. I would also further say that I would rather see a clean not notable than a messy no consensus. Tazerdadog (talk) 05:05, 27 February 2013 (UTC)[reply]
Counting votes is discouraged per WP:NOTVOTE and similar guidelines. The decision should be made based on the strength of the arguments, and how consistent they are with WP policies. The process for closing an RfC is described in WP:RFC and it points to Wikipedia:Administrators' noticeboard/Requests for closure (which is heavily backlogged). It is very rare to get 2 or 3 admins to participate in a closure, but it is done occasionally. --Noleander (talk) 17:33, 27 February 2013 (UTC)[reply]
... and I agree with you that "... I would rather see a clean not notable [or notable] than a messy no consensus. " --Noleander (talk) 17:33, 27 February 2013 (UTC)[reply]
An unweighted vote tally is inappropriate in this case. Users who voted "oppose" are typically experienced editors who have made significant contributions to mathematics articles. Users who voted "support" are typically single-issue editors who have made little if any contribution to mathematics articles. Among editors who participate meaningfully in the project, there is a "clean" consensus opposing a separate tau page. Tkuvho (talk) 16:11, 27 February 2013 (UTC)[reply]
I cannot but applaud your insistence on a weighted tally in any disagreement in which any view of yours is under threat; please demonstrate your mathematical and editing dominance, not to mention your mastery of tournament theory, by proposing the appropriate weighting strategy. The rest of us among your groupies would applaud heartily and ignore your curious line of reasoning in connecting the mathematical nature of the topic with its relevance to notability or the nature of the subject under discussion. This said, having personally expressed support for the article, though I also expressed (and still do) disdain for the substance of the topic content itself. I similarly would vote for the notability of a suitably written article on say, homeopathy, though personally I regard the subject as not only fringe, but also nonsensical, a favourite topic of parasitic quacks, and logically dismissible (which is a rare distinction in empirical as opposed to formal topics such as maths). Sorry if I lose you there; can't win them all! JonRichfield (talk) 18:27, 1 March 2013 (UTC)[reply]
I appreciate the knowlege of experts. But when you say " Among editors who participate meaningfully in the project" are you referring to the WP Mathematics project? The only special powers that project members have is to decide which articles to include within their project umbrella (and the rank/weight). WP project members have no special authority by virtue of their contributions or editing history or project membership. Besides, the math specialty is not very relevant if this article is considered simply to be documenting a quixotic (perhaps even humorous?) effort to establish an alternative to pi. --Noleander (talk) 17:33, 27 February 2013 (UTC)[reply]
I suggest you view some of their videos. They are full of odious claims that all the problems of learning trig are due to the fact that all the textbooks are using the wrong constant. Such a claim is unfounded and sensationalistic, but unfortunately seems to have attracted media attention. This issue is closely related to mathematics education. For this reason, editor experience in the area of mathematics is relevant. Tkuvho (talk) 17:41, 27 February 2013 (UTC)[reply]
  • I haven't seen the videos. The point I was trying to make is that, in the past, there were incidents when editors lied about their credentials, e.g. Essjay controversy, so the general rule is that we should not take editors' claims of expertise at face value. So, if 20 editors claim they have PhDs in math and they all think article X should be deleted, we should ignore their claim to have the degree when assessing the deletion decision. --Noleander (talk) 18:39, 27 February 2013 (UTC)[reply]
  • Using tau instead of pi is a very reasonable idea, but let's just suppose that a grassroots movement arose for some idea that all of us agreed was pointless mathematically. (Make something up -- Whenever the number 473 appears anywhere, it should be written as just the symbol ☎.) And it turned out not to just be a fad or joke-of-the-month. Nearly 3 years after the idea's introduction, its following continued to grow. As Noleander points out, math expertise telling us that it's an unproductive idea is really irrelevant to the question of notability. --Joseph Lindenberg (talk) 20:52, 27 February 2013 (UTC)[reply]
  • That would be assuming that there were suitable references that could establish the notability of the subject; this article does not have that, whether about tau or "the movement" that doesn't seem to actually exist outside of a sentence or two in newspapers. I agree that whether it is unproductive or not is irrelevant, but that is also a red herring; it isn't notable, that's the issue. - SudoGhost 00:44, 28 February 2013 (UTC)[reply]
  • While I agree that a "math expertise telling us that it's an unproductive idea is really irrelevant to the question of notability" from the stand point of Wikipedia, I also think that if that same expert went and had that opinion published by say MAA about tau stateing that it was "an unproductive idea" I would find it notable and able to be used as a source in the article. (The best I have seen, by the way, is in the defense of pi is the Pi Manifesto.) My point here, is to get you to see that with a fringe article the level of "notability" is lower than with a peer reviewed paper sourced article. Yes, I agree that even fringe articles needs a level of "notability", but it is also clear that the level with the tau article can not be treated same level as the one that pi working at with the peer review support. (And, we don't want a fringe article mixing in with a peer review sourced article.) So, we need a fair method to keep peer reviewed sourced articles seperate from fringe articles which can take on the support from notable opinions from MAA and cited by a reliable source. Sources that are use like at this one http://mathdl.maa.org/mathDL/?pa=mathNews&sa=view&newsId=1154 . Note that I am not saying the MAA article as the useful source, but the source KSL is useful and is linked to http://www.ksl.com/?nid=960&sid=16237037&s_cid=rss-960 . In other words, If the the source of the source is notable to true "math expert" editors then it is notable enough for fringe because there is a level of OCE and/or peer review screening at this "math expert" source. Which means, the KSL source only holds about the same notable level of exceptance as a good fringe opinion, but that is good enough for this fringe article because if it is cited by a reliable source then it is most likely notable at the fringe level. (P.S. I added comments regarding 'fringe science' as to try to place tau in the most neutral manner as posible. Is the comments clear?) John W. Nicholson (talk) 09:58, 28 February 2013 (UTC)[reply]

FWIW, I see tau is now being taught at UC San Diego.

FWIW, I see tau is now being taught at UC San Diego. Here's the handout formula sheet for a Calculus III class there: www.math.ucsd.edu/~bhummon/10C/pdfs/formula.pdf. Also note the triangles on the third page use tau exclusively. --Joseph Lindenberg (talk) 05:32, 28 February 2013 (UTC)[reply]

It is hard to conclude from that source that tau is "being taught" at UCSD. In that 2-page "formula sheet" uses tau, but is the sheet from a professor? or from teacher's assistant? If from a professor: Can we be certain the professor endorsed it & gave it to students? --Noleander (talk) 15:42, 28 February 2013 (UTC)[reply]
If you poke around www.math.ucsd.edu/~bhummon/10C/, you'll see the instructor says he made up the formula sheet, and tau is indeed on the homeworks and the exams. --Joseph Lindenberg (talk) 16:00, 28 February 2013 (UTC)[reply]
The course actually appears to use tau instead of pi. They do teach that 𝜏 = 2π, but everywhere else I see, they write things in terms of tau. This is a course taught by an accredited math department at a major university. --Joseph Lindenberg (talk) 19:41, 28 February 2013 (UTC)[reply]
The course has adopted the standard Hughes-Hallet text which is in terms of π. So you seem to be arguing form a webpage and lecture notes for a course - both of which are extremely primary sources - and trying to extract a broader trend from them, while ignoring the more reliable sources, like textbooks, used by the same course. If there was a textbook by a major publishing company that used τ that would be compelling of a broader trend, but a formula sheet, lecture notes, or a practice exam are not. — Carl (CBM · talk) 23:28, 28 February 2013 (UTC)[reply]
Not just a practice exam. The actual exams and homework assignments for the course use tau, not pi. Learn tau or flunk the course. Interestingly, you don't even have to know pi for the exams or homeworks. --Joseph Lindenberg (talk) 23:47, 28 February 2013 (UTC)[reply]
The exercise in not on the official web site of the university, it is on the personal page of a teaching visitor, who has recently defended his master thesis. He is very far to be "accredited" to represent his "accredited department". The only thing for which this link is reliable is to judge the quality of this unexperienced teacher. D.Lazard (talk) 00:01, 1 March 2013 (UTC)[reply]
What in the world are you talking about, "not on the official web site of the university, it is on the personal page..."? Those are the exams and homework assignments for an actual UCSD mathematics course that actual UCSD students are taking this semester. --Joseph Lindenberg (talk) 00:38, 1 March 2013 (UTC)[reply]
Indeed, this is right - the instructor does use τ on the exams. But as I pointed out the book they are using is entirely in terms of π, so it's not as if the course is entirely in terms of τ. And in any case this is at best evidence that τ might be becoming notable, not that it actually is notable. Exams for a course are not reliable sources for establishing notability. — Carl (CBM · talk) 00:53, 1 March 2013 (UTC)[reply]
(joke) From the students point of view: As with any exam, if the instructor test it, then it is notable.
(serious) So, does this mean we need to change the history of radians? "The term radian first appeared in print on 5 June 1873, in examination questions set by James Thomson (brother of Lord Kelvin) at Queen's College, Belfast."
Looks notable for a fringe source to me. John W. Nicholson (talk) 01:33, 1 March 2013 (UTC)[reply]
John, let's face it. These guys aren't going to be satisfied until we raise Euler from the dead and get him to endorse tau. You got a good digging shovel we can use? Bring a pencil and paper too. They may insist Euler actually write something about it that will pass peer review. Ehhh... better bring two shovels. All of Euler's peers are dead too. --Joseph Lindenberg (talk) 01:55, 1 March 2013 (UTC)[reply]
I'm flummoxed, how many articles in wikipedia would be notable under their standards (a peer-reviewed article, and nothing less). I hit random article 10 times to get a rough estimate.
The articles, with my analysis of them.
  1. Moragodage Christopher Walter Pinto. 2 sources, one from InfoLanka.asia, which appears to be a news site, and a book review by the island (editorial review only).

Verdict-Not notable according to them.

  1. Saint-Laurent-de-Cognac (French Commune)

Sole source: http://www.insee.fr/en/, which is not a peer-reviewed journal. Good luck finding a peer reviewed journal talking about this.

Verdict-Not notable according to them.

  1. Indian Institute of Rural Management

2 references to http://www.iirm.ac.in/, which is not indepentent of the promoters and promulgators of the Indian Institute of Rural Management.

Verdict-Not notable according to them. (and maybe according to me too)

  1. Saint-Cirq-Lapopie - ANnother French commune. sole reference is to this extrenal link, which is not peer-reviewed. :[2].

Verdict-Not notable according to them.

  1. J. R. Eyerman, a photojournalist. 3 references.

The first is a broken link. The second is a piece published by LIFE magazine, which does not appear to be peer-reviewed. The third is an LA times obituary consisting of 6 sentences.

Verdict-Not notable according to them.

  1. Count per Liter

2 references, both to scholarly articles.

First reference: Peer reviewed scholarly article that does not seem to adress the topic as more than a label for an axis, as it is on ppeline deposits. (I could be wrong here, not my area of expertise)

Second reference: on ancient maize horticulture, not mentioning (that I saw) Counts per liter.

Verdict-Not notable according to them, as depsite the sources,they say there is insufficient depth.

  1. Normand Léveillé (Ice hockey player)

References-seven

[3], a hockey prospects site. [4], the page of a site he founded, so therefore is not independant of the promoters and promulgators.

Several non-web sources I cannot evaluate.

^ Canada. Parliament. House of Commons - House of Commons debates: 2005 Issues 78-90 "Now, the Centre Normand Léveillé is established on the SaintFrancois River in Drummondville. It welcomes individuals of all ages with a light to moderate disability, be it physical or intellectual. I encourage you to discover this man ..." ^ Repère Volume 1 Services documentaires Multimedia, Bibliothèque nationale du Québec - 2005 "Centre Normand-Léveillé (Québec) - Jacqueline Simoneau Normand Léveillé: un homme de coeur et de courage. — Capital santé, 7, no 9. juil.-août 2005, p. 38-40. Portrait et parcours de cet ex-joueur de hockey professionnel ..." ^ www.efb.net "1 mars 2005 – Un arrêt en plein vol raconte la vie de Normand Léveillé, ex-joueur des Bruins de Boston, foudroyé sur la patinoire du Pacific Coliseum à ..." ^ Desjardins, Thérèse, Un arrêt en plein vol : Normand Léveillé l'ex-joueur de la LNH se ..." Léveillé, Normand, Centre Normand-Léveillé. Fondation - 2005 ^ Weekes, Don (2003). The Best and Worst of Hockey's Firsts: The Unofficial Guide. Canada: Greystone Books. pp. 240. ISBN 9781550548600.

Verdict-Plausible notability, but would be wholly dependent on the print sources.

  1. Hootenanny (appears to be a scottish word for musical party)

First reference: [5]. I see nothing referring to a hootenanny. Second reference [6] Very good reference from my perspective, however this is not peer-reviewed, so no dice. Third reference [7]. One small paragraph at the bottom. Not peer reviewed, so this does not establish notability according to them. Fourth reference is a broken link. Fifth Reference [8]. The word is defined and used in passing. This is not significant coverage. Sixth reference [9]. I fail to see what this has to do with a hootenanny, and am probably going to remove this as link spam. Seventh reference [10]. Hootenanny is included in the title of one of the songs. Eighth and final reference: Unable to access.

Verdict:Not Notable by their standards.

  1. Guarapiranga (a resevoir in Sao Paolo.)

Reference one SOLIA, Mariângela; FARIA, Odair Marcos; ARAÚJO, Ricardo. Mananciais da região metropolitana de São Paulo. São Paulo: Sabesp, 2007. I have no access to this. Reference two:[11] From a news agency. Not peer-reviewed, so not notable. Reference three: Broken link.

Verdict-Plausible notability, but would be wholly dependent on the print source.

  1. Thomas Hussey (bishop)

Reference one: [12]. Not peer-reviewed. Reference two: Normoyle, M.C. (1976). A Tree is Planted: The Life and Times of Edmund Rice. Congregation of Christian Brothers. pp. 49. found online here [13].

I found no mention of the subject.

Verdict-Not Notable.

That makes 0 clearly notable topics, 2 plausibly notable subjects based on print sources I had no access to, and 8 clearly not notable articles by your standards. This shows how far that definition of notability is from mainstream here on wikipedia. Tau is clearly more notable than most of those topics. Tazerdadog (talk) 03:32, 1 March 2013 (UTC)[reply]

If you hit "random article" you're very likely to find an article with something wrong with it; Wikipedia is a work in progress. WP:OSE exists for a reason, just because other articles exist that may or may not be notable does not affect this article and its need to be notable. If you feel those articles have issues, you are more than welcome to improve those articles, by either looking for sources or bringing up your concerns at the given article talk pages. - SudoGhost 05:03, 1 March 2013 (UTC)[reply]
You missed the point. Tazerdadog didn't say he found anything wrong with having those articles. People looking for information about those topics will be glad to find them. That's what makes Wikipedia so great compared to a normal encyclopedia, not that it's free or that you can edit it. Most people can afford $70 a year for an online subscription to Encyclopedia Britannica. And to be blunt, the articles there are a lot better-written. What draws people to Wikipedia is that it has articles about everything. Every obscure topic you can imagine. --Joseph Lindenberg (talk) 06:29, 1 March 2013 (UTC)[reply]
In what way does other articles possibly having issues affect this article? It doesn't. Wikipedia does not and should not have articles about everything, so if that's the point you're trying to make, then I did indeed "miss" it, because it's flat out wrong. - SudoGhost 08:24, 1 March 2013 (UTC)[reply]
Never noticed it before, but the article about everything is actually surprisingly empty. There's much more content in Wikipedia's article about nothing. Seriously though, my "everything" obviously didn't mean literally everything. It meant much, much more than a traditional encyclopedia. --Joseph Lindenberg (talk) 10:13, 1 March 2013 (UTC)[reply]
  • Hi. This discussion piqued my interest, and from an outsider's point of view (artist, not math-nerd), it seems pretty pointless. I left a comment in the "Pi" discussion page, and I'll restate it here (didn't find a better place, hope it's good):
A) I skimmed (read first two parts, looked at diagrams well, then scrolled slowly to bottom) the article - I find it brings OR and many "citation needed" affirmations;
B) I believe "Tau" deserves a page because it's not original research, and there seems to be much in-field conversations about it.
Excuse me Tazerdadog and John W. Nicholson, but you guys look passionate but not impartial. Clean up the presentation and you get my full support.
For what it's worth, though, I SUPPORT the article. --David Be (talk) 03:15, 18 March 2013 (UTC)[reply]

Another almost 6000 viewers got redirected senselessly today.

[14]

Sad, really. Tazerdadog (talk) 03:13, 15 March 2013 (UTC)[reply]

But this would be a major change in the habits of most scientists and engineers.

@ D.Lazard: Because I think having the time of lunch changed by 2 hours is more of "a major change" in someones habit, while tau is not. I was thinking of changing this from: "But this would be a major change in the habits of most scientists and engineers." To something like: "However, this would disrupt some of the routine tasks of most scientists and engineers by .... [citation needed]" The '...' needs to be stated in a clear way. How and what routine tasks is being disrupted? As I try to wrap my mind around this disruption, I am not sure there is any. I mean pi is still pi. 2pi is still 2pi, but it also has an alias glyph of tau. So, how is this disruptive? I mean the worse disruption I have seen for tau is here on Wikipedia and I have yet to understand why this is happening. John W. Nicholson (talk) 21:51, 28 February 2013 (UTC)[reply]

Perhaps replace major with significant?Tazerdadog (talk) 04:38, 1 March 2013 (UTC)[reply]
I think there needs to be a source which talks about this disruption better. I don't see how making something easier to teach would make it harder to use? So, clearly, changing 'major' with 'significant' is minor to this question. By the way, I do like the idea of adding it, if it does have merit that I have not thought of (which to me is a low bar). For example, I know that programmers could write an alias to two_pi which takes a small amount of time. John W. Nicholson (talk) 19:43, 1 March 2013 (UTC)[reply]
D.Lazard is talking about adults who've already learned pi and been accustomed to using it over decades, I think. Metric may be a better measurement system and just as easy to learn from childhood. But if you've spent all your life thinking in feet, gallons, and pounds, then simply switching to thinking in meters, liters, and kilograms is hard. --Joseph Lindenberg (talk) 20:17, 1 March 2013 (UTC) Of course, this is more like switching from pints to quarts, or from quarts to gallons, or from feet to yards. Not as extreme a change, but it's still a change. --Joseph Lindenberg (talk) 20:28, 1 March 2013 (UTC)[reply]

Can anyone translate this video and provide a transcript?

www.youtube.com/watch?v=O6CRN6k9wQ8

I think it's news coverage of some Indian kid (he looks high school age) who won an academic award for his presentation on tau. There must be more to it though for a trophy and news coverage. Not really sure, so I thought I'd ask for help. --Joseph Lindenberg (talk) 03:16, 3 March 2013 (UTC)[reply]

  • I wish I still knew some of my former neighbors who were from India. I can only tell that it about tau by the English title and name dropping.
While watching I noticed:

http://www.youtube.com/watch?v=YeunWSrg_0w

This one is in Spanish. I wonder how many languages it has been translated into? Just because of the act of translation requires some level of thought of "Is this worth it?" indicates that tau is notable and spreading. John W. Nicholson (talk) 14:53, 3 March 2013 (UTC)[reply]
A video of a lecture is not a source that establishes notability, particularly for a topic in mathematics. Tau may indeed by gaining in popularity, but that doesn't on its own justify having a separate article. We can't predict the future - it could be that in a few years τ will have enough secondary sources for an article, but if we have to look to videos on youtube to find sources right now, it's a sign that the time is not yet. — Carl (CBM · talk) 15:12, 3 March 2013 (UTC)[reply]
This article is not intended to be a "topic in mathematics", because it is fringe science article. While subject matter is a "topic in mathematics", it will remain a fringe article until a good peer reviewed source is published. Therefore, the standard of WP:fringe holds, and not the higher standard of Wikipedia:Mathematics, and so, the source from a reputable video, opinion, or even a newspaper is fine. John W. Nicholson (talk) 20:05, 3 March 2013 (UTC)[reply]
Fringe science means things like telepathy. Tau is not a scientific theory of any sort, and it does not present any different understanding of any mathematical topic. It isn't a "fringe theory" in either the plain meaning of the term or the sense of WP:FRINGE. — Carl (CBM · talk) 20:17, 3 March 2013 (UTC)[reply]
Ok Carl, if tau is not a fringe article, then what kind of article should it be called? I know that it is not mainstream science as you can see with the reaction above with the RfC. It is notable in the sense of 'pop culture' and things being taped, wrote, and fight over. But, it is also based on the mathematics with coterminal angles which is dealing with geometry, a science under mathematics. John W. Nicholson (talk) 22:51, 3 March 2013 (UTC)[reply]
Tau is certainly "mainstream" mathematics - any formula that uses π can be directly translated into one using τ, and vice versa, and the resulting theories will be the same. This is different than fringe science, which predicts things that the mainstream theories do not predict, and vice versa (e.g. telepathy, ghosts). Tau is just a notational variation which a few mathematicians have proposed. It's even debatable whether it's "pop culture" because mathematicians are already a tiny part of society, and only a tiny number of mathematicians care about it (slow news day stories about "those crazy mathematicians" are not evidence of mass interest). How "popular" is the interest in mathematical notation? Overall, the due weight of τ is just exceptionally low at this time. Perhaps in five years it will be of more interest, but it is too soon to tell. — Carl (CBM · talk)
What on Earth gave John W. Nicholson the idea that if it is not a fringe article it needs some exotic new categorisation? (Hint! What is the opposite of "not in"?) Or that if it is not fringe it then cannot deal with fringe aspects of a particular topic? We have plenty of non-fringe articles dealing with fringe topics. Who would demand that we should delete articles on water memory for example, just because water memory was classical fringe stuff? And as for the foregoing controversy on this talk page, it is no advertisement for anyone involved, but that doesn't mean much. The article on Tau deals straightforwardly with a public argument concerning a point of mathematical notation. The idea that in some contexts we might use Tau instead of 2pi strikes me as trivial (from primary school onwards, I never had any difficulty with the idea that one might, just might want to use 2pi in some contexts, and vanilla pi elsewhere (gee whiz!) but that has nothing to do with this topic, because that is not the line this article pushes.) The 2pi theme itself, though possibly trivial, is not fringe because it does not rely on anything unmathematical or untrue. We might indeed have a fringe movement (or possibly flap) based on arguments that civilisation will grind all the faster to a halt if we do not teach Tau rather than 2pi because most kids won't understand it and those budding geeks that do understand (curse them!) will be disadvantaged, but for one thing, that also is not pushed in this article and if ever it is were it could be quenched with standard procedures of demanding citations etc. To my mind it would not be helpful to people interested in pi and uninterested in tau, to push it under their noses, so I reckon it is best to keep tau in its own article. Because some people (not just one or two, please note) are interested in it, the stand-alone article is justified and the jihad against it is wrong-minded over-reaction. JonRichfield (talk) 11:38, 4 March 2013 (UTC)[reply]
Carl, Take a look at the argument in section 5.1 of the Manifesto "Surface area and volume of a hypersphere" and see if "any formula that uses π can be directly translated into one using τ, and vice versa, and the resulting theories will be the same." The reason I ask you to do this is because there is a implied 2 dropped with π which makes the "directly translated" impossible. Yes, you might think this factor is trivial, but observe what it does to the results and observe how coterminal angles and reference angles are not the same in part because of this factor. Even with these statements, and reading what you have to say, I still have not seen what to call τ other than 'fringe' mainly because of WP:FRINGE/PS "4. Alternative theoretical formulations" and because of the lack of peer review. I might even agree that tau is "mainstream" mathematics if you can show that tau is taught in "mainstream" mathematics and not a fringe few. John W. Nicholson (talk) 13:00, 4 March 2013 (UTC)[reply]
I can't answer for what Carl thinks is trivial, but I reckon that it is a reeeally limited mathematical capacity that jibs at making allowance for the alteration of a numeric constant in an expression. Are you suggesting that the CGS system gives us different physics from the MKS? Or that working in percentages yields different maths or stats from working in decimal (or indeed working in positional notation to radix -10, or 10^0.5, or 1/8, or +16)? What do you count as "direct translation"? A rubber stamp? JonRichfield (talk) 13:46, 4 March 2013 (UTC)[reply]
"Are you suggesting that the CGS system gives us different physics from the MKS?" No. "A rubber stamp?" Not sure I know what you mean here. But, it is not the notation which I find as the issue other than with 2*pi being a number which allows 2*pi/2 to become pi which is a loss of information, while with tau/2, this loss does not happen. Think of it like the difference between a count of the number of semicircles and whole circles when you are talking about radians. Which is more important and will not lose or add information the number of semicircles or whole circles when you are converting 60 cycles per second or 60 Hertz to radians per second? With tau it is 60 𝜏 radians with pi it is 120 π radians. John W. Nicholson (talk) 20:29, 4 March 2013 (UTC)[reply]
  • THIS. This is what drove me nuts about it. Always having doubled frequency values running around in equations.
Simple 687 Hertz sine wave? sin 1374πt.
Fourier series? (*)sin 2πƒt + (*)sin 4πƒt + (*)sin 6πƒt + (*)sin 8πƒt + ...
Which term is the 4th harmonic? (*)sin 8πƒt of course!
Which terms are the even harmonics? Arrrghhhh!!! --Joseph Lindenberg (talk) 20:58, 4 March 2013 (UTC)[reply]
What is funny, strange, and weird about it is why it did not get change to something like tau in the first place (by Euler). There does not seem to be any reason not to have changed it other than tradition. John W. Nicholson (talk) 23:02, 4 March 2013 (UTC)[reply]
I can provide a (very rough) translation of the spanish video text if anyone wants it. Tazerdadog (talk) 02:00, 5 March 2013 (UTC)[reply]
No thanks. I'm sure it's a good video, but what really piqued my interest about the Indian video was it looks like India's equivalent of the US Department of Education, NCERT, gave the award. The video's description says, "NCERT liked Prakhar's claim". It has the look of someone winning a big student science fair, like Intel/Westinghouse, given the big trophy and TV station interviewing him and his parents. But obviously, just giving a presentation about tau wouldn't merit such an award. So what exactly did he do? --Joseph Lindenberg (talk) 04:31, 5 March 2013 (UTC)[reply]
Here we go. It's entry number 161: www.ncert.nic.in/announcements/oth_announcements/pdf_files/Selected_Exhibits1.pdf --Joseph Lindenberg (talk) 04:44, 5 March 2013 (UTC)[reply]
You can also use your browsers 'search in page' option to find "tau". John W. Nicholson (talk) 13:13, 5 March 2013 (UTC)[reply]
It's the 2012 Jawaharlal Nehru National Science, Mathematics and Environment Exhibition for Children (abbreviated JNNSMEE). Supposedly pretty prestigious. Can I assume we can't use a national high school science competition as an academic source? Oh well, it's still another promising sign for tau. --Joseph Lindenberg (talk) 05:25, 5 March 2013 (UTC)[reply]
I know there is a level of 'Are you kidding me?' going on here. So, I will say, no. But, as for a fringe article maybe. It needs to have some type of review out side the exhibit by a notable source if it has anything useful. While stating this as the article on the whole, as the article as an example of fringe notable sure. I mean, it shows that tau is now known about in India. John W. Nicholson (talk) 13:13, 5 March 2013 (UTC)[reply]
  • From my admittedlly sketchy familiarity with Euler, I imagine that the unimaginative Swiss never thought anyone could need help in including a factor of 2 into a term. My own imagination is ripping at the seams as I type, and I am not Swiss. And what loss of information did you have in mind in your example? I cannot imagine one in which anyone who could not be aware of the procedure and its application would give a damn about successive doubling and halving, or why hiding it in Tau is more conservative of information. It still looks to me like two ways of obtaining exactly the same result, in which the details of the calculation are hardly of interest, which is why I keep dismissing it as a triviality. Do please correct my delusion, or if that is too much like hard work, tell me what it does say to the innumerate that it does not say to those who sniff at the whole fiasco. Meanwhile I will try to comfort myself with the thought that the two of you might be joking, but that effort is a strain in its own right, because I always thought a joke was supposed to be funny. As for CGS/MKS, with its conversion factors of powers of hundreds and thousands, how can you swallow that camel and strain at the gnat of pi? Any sane physicist knows that the system our creator intended us to use was the QDYC, within which no conversion is necessary, as opposed to our current SI nonsense. And my imagination jibs stubbornly at the effort of encompassing why you think any of that is relevant to the article, which is not about endorsement of either pi or tau, though of course, QDYC is different. Hmm, a new article on QDYC maybe...? JonRichfield (talk) 13:21, 5 March 2013 (UTC)[reply]
Successive doubling and halving is (wasted) extra mental overhead. Like I said though, for me the most annoying issue was how it obscured frequencies written in equations. Frequencies can be rather precise numbers with quite a few significant digits, so it's not so easy to do that doubling and halving without interrupting your thinking about the more important stuff. See sin 215.8∙106πt in an equation and it doesn't mean much. See sin 107.9∙106𝜏t and you immediately recognize 107.9 MHz as an FM radio station frequency that your signal would be interfering with. More to the point, the difficulty is TOTALLY UNNECESSARY, just the result of a mistake of history. A one-time switch to the proper number, and the world would forever after be rid of these difficulties. --Joseph Lindenberg (talk) 22:45, 5 March 2013 (UTC)[reply]
Quite apart from the fact that EVERY numerical mathematical constant appears in an indefinite number of expressions (such as the area of a square and the volume of a pyramid in the case of pi) including expressions in which the number is multiplied, divided, added, logged, you name it, and that you cannot validly demonstrate that there are more examples of doubling pi than of halving tau in maths, there is the fact that it doesn't matter whether your preoccupation with a fictitious numerical convenience is justified or not. ONE MORE TIME: What did you think this article is about? If you so much as BREATHE the thought of ADVOCACY, DOOOINGGGG! No cigar! Please work that one out again; this is getting tedious. JonRichfield (talk) 20:01, 6 March 2013 (UTC)[reply]
JonRichfield and anyone else who can't imagine why anyone "would give a damn about successive doubling and halving, or why hiding it in Tau is more conservative of information" should spend a few minutes with the article on mathematical beauty. Working mathematicians do in fact spend lots of thought on exactly this type of question. ChalkboardCowboy[T] 04:05, 6 March 2013 (UTC)[reply]
Anyone who can imagine that mathematical beauty resides in whether there is one constant in one mathematical expression, or alternatively another (small integer) constant in another expression, should stick to BA art subject matter. Anyone who thinks that hiding the constant in Tau conserves information, whereas the use of pi does not, and fancies himself as a working mathematician, should be happy to explain why or how, and also explain which "lots of thought" went into that question. Sounds to me more as though some of the works are broken, especially in some of the great minds who not only can see the significance of tau, but also what significance there is to this article. Once more wearily: "...poor little lambs that have lost our way; advocacy is not our job, baaa baaa baaa!" What is so complicated about the article having nothing to do with whether pi should be replaced by three or six, or even tau; it deals only with what the controversy is about? For minds that cannot handle that distinction, it is not surprising that a lot of halving or doubling would terrify them. JonRichfield (talk) 19:49, 6 March 2013 (UTC)[reply]
So, Jon what you are arguing is that half is an integer, and therefore beautiful? I mean pi is the as Euler define the constant pi with: "for the sake of brevity we will write this number as π; thus π is equal to half the circumference of a circle of radius 1." Clearly, this is (C/2)/r and there are no reasons other than history to be putting that "half" into this constant. It is mathematically ugly by its original definition which includes "half" for no reason. It can be viewed as that it adds information which is not needed (as with the conversion of Hertz to rad/s), or removes information when it is needed (as in area of a circle with integration of the circumference). It is not advocacy, it is a movement that started away from Wikipedia and continuing to grow. If you have any one to blame, it is Euler for only using half 𝜏 and calling it π when he should have used a whole circumference to radius. All it should have taken was him thinking about coterminal angles or whole turns and why they are important, but he didn't. By the way, I have no problem with calling pi for what it is worth 'half tau', but there seem to be others which can not do this and "cannot handle that distinction". So, please stop this silly game of which is better. John W. Nicholson (talk) 00:30, 7 March 2013 (UTC)[reply]
A wise American defined the April Fool as the March Fool with another month added to his folly. In case you are contemplating more foolishness in this connection, read what John said about stopping! But if you want to write an article on Semitau yourself, don't let me stop you. ;-) JonRichfield (talk) 08:54, 7 March 2013 (UTC)[reply]
  • I should stop the silly game? I didn't start it! I am the one who has been wearily requesting people to drop the nonsensical harping on a point of personal, non-functional perception of an arbitrary notation, not because one option is better than the other, which in general neither is except in special contexts, but because to urge one notation rather than the other not only is not the point of the article, but if it were, would disqualify the article from WP. The article deals with the controversy and the thinking behind the opposing sides; which side is right is beside the point. (Strictly speaking, both sides are dead wrong, but that is another matter.) Sheesh man, do you want it spelt out or translated into Transatlantic Aramaic or something? JonRichfield (talk) 08:54, 7 March 2013 (UTC)[reply]

Dr. James Grime endorses tau

www.youtube.com/watch?v=8IOaoK2MMoI#t=34m40s

If you don't know who Dr. James Grime is. --Joseph Lindenberg (talk) 04:41, 6 March 2013 (UTC)[reply]

At best, only evidence for "in popular culture". Perhaps, still, to tauism (2π)Arthur Rubin (talk) 03:42, 7 March 2013 (UTC)[reply]
I wasn't suggesting using the video as a source, but are you saying you don't respect James Grime's credentials? --Joseph Lindenberg (talk) 04:19, 7 March 2013 (UTC)[reply]
Not exactly. It seems he's a popularizer of mathematics, not primarily a working mathematician. Although popularization is a more difficult task, it doesn't mean that τ is being used in mathematics. In any case, I can't find π or τ in any of his published papers. — Arthur Rubin (talk) 05:01, 7 March 2013 (UTC)[reply]
You wrote that his endorsement was at best only evidence for "in popular culture", so I just wanted to make sure you were aware he has a PhD in math and is a faculty member at Cambridge. Apparently you are. But you're saying the problem is that right now, he is not technically working as a mathematician, and that when he was, he didn't use tau. (By the way, it appears he's a recent convert to tau, since he said it was Dr. Phil Moriarty's Numberphile video that converted him, and that video only came out 4 months ago.) --Joseph Lindenberg (talk) 05:55, 7 March 2013 (UTC)[reply]

You neither make it clear what you are claiming that this entails, nor why it matters in context. Dr Wossname might be the holder of a baker's dozen of Fields medals, but that would not affect the principle that however great an authority he might be in such a matter, his opinion cannot be final unless it is consistent with patent and cogent reasoning, not the whimperings of people who are not comfortable working with even-numbered trig terms or the like, or who prefer identities such as (f/2)^(i*(tau/2))=0.5*2 to e^(i*pi)-0=0-1. It also doesn't mend the fact that the article is about the controversy, not about whether tau or pi is preferable, or when. JonRichfield (talk) 14:41, 8 March 2013 (UTC)[reply]

Any article should be about the controversy, suggesting, of course, tauism as the name, rather than tau. — Arthur Rubin (talk) 15:13, 8 March 2013 (UTC)[reply]
So, Arthur, you do really in oppose the article existing except by name and content? The original question left the name open, and the content can be edited. So, what is your real hold up? Just do not like writing or editing, but love to comment on others writing? While I also disagree with Jon on some of his points, we are on agreement that this article should exist. The content may need to be worked out, and the name made into what most are happy with. But, is there really something so bad that there is no reason to have an article about the 'symbol' = 2π and the controversy this 'symbol' is causing? Should we be putting the full content of this controversy in the pi article? I feel that Jon's point about controversy, not about whether tau or pi is preferable needs to be addressed in the article. But it needs to also find a way of stating it from both perspectives. I, and some others, view π as half the circle constant because of what is defined as radius, circle, coterminal angles, and radians. Others view that π is the circle constant and that 𝜏 is really just 2π and not that important. Yet, still another group views both are wrong and want to point out other fractions of tau (like 𝜏/4, 𝜏/6, and even 1/𝜏) which would work better by there point of view yet give no real good mathematical reason why it would be better. I have seen while researching for this article at the most 1 fringe article at most which would support their claim. So, I claim this last group can be dismissed with because it is not even fringe notable. While both pi and tau have notable reasons for having different articles. John W. Nicholson (talk) 10:45, 9 March 2013 (UTC)[reply]
This page is for discussing whether and how to write a certain article. Personal comments about other editors such as Just do not like writing or editing, but love to comment on others writing? above are not appropriate. Deltahedron (talk) 11:49, 9 March 2013 (UTC)[reply]
So, are you saying that asking questions is not good and encouragement for writing on the article is not wanted? John W. Nicholson (talk) 14:12, 9 March 2013 (UTC)[reply]
I am saying that Wikipedia:Civility policy mandates that "editors should always treat each other with consideration and respect" and that Wikipedia:Talk page guidelines recommend that "Talk pages are for improving the encyclopedia, not for expressing personal opinions on a subject or an editor." I am not saying anything at all like the opinion you are mistakenly attributing to me. Now let us all return to discussing if and how to write an article. Deltahedron (talk) 16:55, 9 March 2013 (UTC)[reply]
Well, to quote you "I am not saying anything at all like the opinion you are mistakenly attributing to me." goes for me too. As to the article, it seems like the "how to write" is more to the point than if. I have put a few words into the article, I sure hope others will take advantage of adding their 'two cents' as to make it read better. John W. Nicholson (talk) 20:35, 9 March 2013 (UTC)[reply]
Is it wrong to say that tauism might be notable, when tau is clearly not notable? The article should be on the controversy, tau (2π) should redirect to a section of pi, which should have a {{see also|tauism (2π)}}. The article tauism should be on the controversy, possibly including some of the arguments. — Arthur Rubin (talk) 18:22, 10 March 2013 (UTC)[reply]
This seems to be a reasonable way to meet the demands of NPOV. Cover the movement but not the constant, since there are sources that the movement itself exists and is possibly notable, but there are no good sources about the constant. I don't know about the title "tauism", though. This seems to be a clear neologism. A better alternative would be a purely descriptive title, such as "Movement to replace the mathematical constant π by 2π". Various redirects could then be handled appropriately. Sławomir Biały (talk) 23:37, 21 March 2013 (UTC)[reply]
I could accept any of these proposals as an acceptable compromise. I might quibble about where some of the proposed redirects are targeted, but this is a minor point for another discussion. I would be willing to try to write the tauism article, but if you would prefer, be my guest. Tazerdadog (talk) 23:56, 21 March 2013 (UTC)[reply]


http://thebruns.ca/opinion/an-open-letter-to-pi/ They just keep coming. --Joseph Lindenberg (talk) 07:51, 11 March 2013 (UTC)[reply]

Even better, the photo traces to a Dr. Bruce Torrence, mathematics professor and department chair at Randolph-Macon College. --Joseph Lindenberg (talk) 08:10, 11 March 2013 (UTC)[reply]

It's not even Pi Day yet, and the blog posts about tau have already started to appear. I won't bore you with most of them, but I had to post these two student-made videos. Warning: You will never get these 20 minutes of your life back. They're that bad.
www.youtube.com/watch?v=ZnEJN2VOWkI (Talk about tau starts 3 minutes in)
www.youtube.com/watch?v=G2lFfH6Rknk (Steven Spielberg hung himself after watching the first 5 minutes of this video. After that, it's fine, but it was too late for Steven.)
--Joseph Lindenberg (talk) 06:35, 13 March 2013 (UTC)[reply]

Came across another mention of tau, in the (printed) book Games and Mathematics by David Wells:
books.google.com/books?id=Su-k9Kld5ooC&pg=PA99&dq=tau+6.28&hl=en --Joseph Lindenberg (talk) 23:02, 24 March 2013 (UTC)[reply]

Closing RFC: suggest creation of the article

I am closing the RFC above as requested on the Administrators' Noticeboard. I have read much, but not all, of the discussion above, and I glanced at the two prior discussions:

I have also read User:Tazerdadog/Tau (Proposed mathematical constant) and find it generally acceptable and of the quality of a typical Wikipedia article, but far from perfect. I also skimmed Michael Hartl's Tau Manifesto.

I have edited Wikipedia on and off since November 2005. I have more than 30,000 edits under various usernames. In real life, I excelled at high school math, and I took two semesters of calculus in college, so I am familiar with integrals from 0 to 2pi that are a major concern of tau advocates. I personally grew up with pi and would prefer to keep pi, but I see why Hartl disagrees.

The votes supporting and opposing creation of the article are approximately equal in number. If this discussion were an AFD, the result would probably be "no consensus, default to keep." I saw the suggestion above that someone should boldy create the article and immediately submit for AFD. I don't think the procedural posture of this RFC, starting with no article, should change the result. In other words, "no consensus, default to no article" is not the right answer because Wikipedia generally has a bias to include or retain content when there is some doubt about doing so.

That consideration, ultimately, is what convinces me that the article should exist. I recognize that serious mathematicians do not use Tau (2pi). But Wikipedia is not only for serious mathematicians (although there is some outstanding content at list of integrals, for example). Wikipedia is for casual math readers too. The coverage of Tau (2pi) in the "popular culture" section of pi is woefully inadequate in terms of the arguments for using Tau, and the identities of those who have advocated for Tau. The only real remedy for this inadequacy is to keep the three sentences in pi but to spin off the remaining content into a new article on Tau, roughly to be written as in Tazerdadog's usespace. The abundance of news sources on Tau (2pi) is more than sufficient evidence of its notability as a cultural topic. You may characterize these articles as "slow news day" pieces, but there are dozens of them, and at some point one has to concede that Hartl and his colleagues have succeeded in getting the attention of thousands of students, fans and critics.

As one of the supporters pointed out, the mere size of this discussion - everyone seems to know about it - is evidence of Tau's recognition in the knowledge community.

Ultimately, the question is "what is Wikipedia?" Having been around Wikipedia for more than half of its existence, I think Wikipedia is close to a catchall for anything and everything people want to put into it. This is not a personal inclusionist assessment, but a realistic view on an encyclopedia that now numbers more than four million English language entries, some of which are far worse than the proposed new article. I've been around for the deletion wars on Daniel Brandt and The Game (mind game) and for the arbitration on September 11 conspiracy theories. With "the game", the issue wss whether, if almost everyone on Wikipedia knows about "the game," do you really need serious secondary sources, and if so, how many. Ultimately the sources were found and the article is here. I don't remember the September 11 conspiracy theories arbitration, but with regard to the substance of the issue (I have seen the film "Loose Change" on the web), it may be WP:FRINGE but Wikipedia covers it.

There's also a difference between September 11 conspiracy theories and Tau: it can be said that the conspiracy theories are ridiculous, and are notable only to the extent that some people do believe them. Likewise with moon landing hoax allegations or whatever that article is called. Not so with Tau, which is just a number. The fact that it is double a more notable number is no reason to exclude it from Wikipedia. As noted above, 2 is double 1, and 4 is double 2, and all those numbers have articles.

Nevertheless, I could certainly see changing the angle of the article to be about the Tau manifesto or Tau movement rather than the more neutral Tau (2pi). Because even as just a cultural movement by a few weird people, it's notable.

Again, I just don't think an encyclopedia that gleefully includes so many other fringe topics can exclude a fringe topic in the domain of mathematics just because the mathematics scholars in the community reject the underlying concept. To them I would say: if you don't like it, don't read or edit it. Otherwise, live and let live.

I remand the matter to the community of editors for a decision on the name of the article and the precise contours of its content. If this closure stands, someone else should move Tazerdadog's draft into mainspace. My recommendation is to move it to Tau (2π) and have a WP:RM from there. Chutznik (talk) 19:20, 6 May 2013 (UTC)[reply]

  1. ^ Cite error: The named reference ThibautPaper was invoked but never defined (see the help page).