Jump to content

Klein bottle: Revision history


For any version listed below, click on its date to view it. For more help, see Help:Page history and Help:Edit summary. (cur) = difference from current version, (prev) = difference from preceding version, m = minor edit, → = section edit, ← = automatic edit summary

(newest | oldest) View (newer 50 | ) (20 | 50 | 100 | 250 | 500)

1 August 2024

19 May 2024

2 April 2024

17 January 2024

6 November 2023

  • curprev 18:2218:22, 6 November 2023D.Lazard talk contribs 21,044 bytes −43 Reverted 1 edit by Nandor72 (talk): Do not edit war. If somebody disagree with your edit, you must discuss on the talk page of the article in view of a consensus. Please do not comment on the supposed competence of other editors. This is WP:persnal attacks, that are forbidden on Wikipedia. undo Tags: Twinkle Undo
  • curprev 17:1617:16, 6 November 2023Nandor72 talk contribs 21,087 bytes +43 Undid revision 1181811781 by D.Lazard (talk) I don't think you understand the concept of 3-dimensional, because absolutely NO ONE would say that a mug is 2-dimensional. Look in a math book. A Klein bottle is 4-dimensional, and any 3D representation is just that – a representation only. The man who MAKES those glass ones calls them 3D immersions! It is NOT pedantics; it is truth – there's a big difference between 3D and 4D. undo Tags: Undo Reverted

25 October 2023

20 October 2023

  • curprev 01:2501:25, 20 October 2023Nandor72 talk contribs 20,897 bytes +43 Undid revision 1162452865 by Aza24 (talk) If I DID want to be pedantic, I would have gone through the trouble of saying that it is NOT a 2D object, but it is a 2D manifold only able to represented in a 4D or higher space, making it a 4D OBJECT. It is the same with a Möbius Strip, which is MADE of a 2D manifold, but the Möbius strip itself is a 3D object. A circle is made from a 1D manifold, but it is a 2D object. A Klein Bottle IS a 4D object. undo Tags: Undo Reverted

25 September 2023

1 September 2023

21 August 2023

20 August 2023

19 August 2023

29 June 2023

28 June 2023

6 June 2023

5 May 2023

13 April 2023

26 March 2023

19 March 2023

17 March 2023

16 March 2023

15 March 2023

12 March 2023

23 January 2023

25 December 2022

27 November 2022

24 November 2022

17 November 2022

5 November 2022

26 October 2022

28 June 2022

25 June 2022

(newest | oldest) View (newer 50 | ) (20 | 50 | 100 | 250 | 500)