Mega Society
 |
 | |
| Formation | 1982 |
|---|---|
| Founder | Ronald K. Hoeflin |
| Type | High IQ society |
Membership | 36[1] |
Official language | English |
Administrator | Brian Wiksell |
| Website | www |
The Mega Society is a high IQ society.[2] It was founded in 1982 by Ronald K. Hoeflin to facilitate psychometric research.[3]
Criteria for acceptance
[edit]The Mega Society accepts members on the basis of untimed, unsupervised IQ tests that the test author[who?] claims have been normalized using standard statistical methods. There is controversy about whether these tests have been properly validated.[4] The Mega test specifically is described as a "nonstandardized test" by a psychologist who wrote a 2012 book on the history of IQ testing.[5]
The Guinness Book of World Records once stated that the most elite ultra High IQ Society is the Mega Society with percentiles of 99.9999 or one in a million required for admission.[6]
Publications
[edit]The society's journal, called Noesis since July 1987, has been published since January 1982, when it was called the Circle. Currently, the journal is published on an irregular basis.[7]
Criticism
[edit]No professionally designed and validated IQ test claims to distinguish test-takers at the one-in-a-million level of rarity of score. The standard score range of the Stanford–Binet IQ test is 40 to 160.[8] The standard scores on most other currently normed IQ tests fall in the same range. A score of 160 corresponds to a rarity of about 1 person in 31,560 (leaving aside error of measurement common to all IQ tests), which falls short of the Mega Society's 1 in a million requirement.[9] IQ scores above this level have been criticized as being dubious as there are insufficient normative cases upon which to base a statistically justified rank-ordering.[10][11] Very high or very low IQ scores are less reliable than IQ scores nearer to the population median.[12]
References
[edit]- ^ Mega Society. "The Mega Society". Retrieved 10 August 2023.
- ^
Ellen Graham (1992-04-09). "For Minds of Mega, The Mensa Test Is a Real No-Brainer -- Rival IQ Societies Bicker Over Scores and Styles; Cindy Brady's Velocity". The Wall Street Journal.
Rex Jung (2014-06-17). "The Science of Genius". Scientific American. Retrieved 2024-10-06.
Mega Society (August 2005). "Constitution of the Mega Society". Retrieved 2006-07-25.
G. Miller (May 1, 2012). "Get smart". Scientific American. Retrieved 2024-10-06.
Anderson, Jack (November 28, 1988). "Is 176 IQ Enough in White House?". The Washington Post. Retrieved October 7, 2024.
Joshua Harris (1997-05-14). "Let's See, Complain Is to Club As Order Takeout Is to Diner". The Wall Street Journal. Retrieved 2024-10-06.
Sandy Rovner (2015-01-01). "When High IQs Hang Out". Scientific American. Retrieved 2024-10-06.
- ^ Lemley, Brad (March 17, 1985). "The Mind of Genius". The Washington Post Magazine. pp. 14, 23.
vos Savant, Marilyn Mach (1985). Omni I.Q. Quiz Contest. McGraw-Hill. pp. 31–36. ISBN 0-07-039377-X.
Aviv, Rachel (August 2, 2006). "The Intelligencer". The Village Voice. Archived from the original on 2007-02-11. Retrieved 2006-09-23.
Fella, Answer (March 1, 2006). "World's Smartest Fella". Esquire. Retrieved 2006-10-29.
Derfner, Larry (August 8, 2003). "It smarts!". The Jerusalem Post. Retrieved 2006-10-29. - ^ Roger D. Carlson (1991). Daniel J. Keyser; Richard C. Sweetland (eds.). Test Critiques (Volume VIII ed.). PRO-ED. pp. 431–435. ISBN 0-89079-254-2.
From the article: "Although the approach that Hoeflin takes is interesting, inventive, intellectually stimulating, and internally consistent, it violates many good psychometric principles by overinterpreting the weak data of a self-selected sample."
- ^ Castles, Elaine E. (6 June 2012). Inventing Intelligence. ABC-CLIO. p. 22. ISBN 978-1-4408-0338-3. Retrieved 31 August 2013.
And what is that makes Marilyn vos Savant so uniquely qualified to answer such questions? There is only one reason: she is listed in the Guinness Book of World Records as having the highest IQ ever recorded. Never mind that this record is based on a nonstandardized test put out by an obscure group known as Mega, supposedly the world's most selective organization of geniuses. Ignore the fact that test scores at the extreme ends of any distribution are notoriously unreliable.
- ^ Guinness Superlatives Ltd., ed. (1983–1990). "Highest I.Q.". The Guinness Book of World Records. p. 18. ISBN 0-85112-433-X.
- ^ "The Mega Society". Retrieved 16 May 2011.
- ^ Roid, Gale H. (2006). "Stanford-Binet Intelligence Scales (SB5), Fifth Edition". The Riverside Publishing Company. Retrieved 2006-07-25.
- ^ Hunt, Earl (2011). Human Intelligence. Cambridge: Cambridge University Press. p. 8. ISBN 978-0-521-70781-7.
- ^ Perleth, Christoph; Schatz, Tanja; Mönks, Franz J. (2000). "Early Identification of High Ability". In Heller, Kurt A.; Mönks, Franz J.; Sternberg, Robert J.; et al. (eds.). International Handbook of Giftedness and Talent (2nd ed.). Amsterdam: Pergamon. p. 301. ISBN 978-0-08-043796-5.
norm tables that provide you with such extreme values are constructed on the basis of random extrapolation and smoothing but not on the basis of empirical data of representative samples.
- ^ Urbina, Susana (2011). "Chapter 2: Tests of Intelligence". In Sternberg, Robert J.; Kaufman, Scott Barry (eds.). The Cambridge Handbook of Intelligence. Cambridge: Cambridge University Press. pp. 20–38. ISBN 9780521739115.
[Curve-fitting] is just one of the reasons to be suspicious of reported IQ scores much higher than 160
- ^ Lohman, David F.; Foley Nicpon, Megan (2012). "Chapter 12: Ability Testing & Talent Identification" (PDF). In Hunsaker, Scott (ed.). Identification: The Theory and Practice of Identifying Students for Gifted and Talented Education Services. Waco (TX): Prufrock. pp. 287–386. ISBN 978-1-931280-17-4.
The concerns associated with SEMs [standard errors of measurement] are actually substantially worse for scores at the extremes of the distribution, especially when scores approach the maximum possible on a test ... when students answer most of the items correctly. In these cases, errors of measurement for scale scores will increase substantially at the extremes of the distribution. Commonly the SEM is from two to four times larger for very high scores than for scores near the mean (Lord, 1980).
