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Goldbach’s conjecture | |
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About 7 pages (2,200 words) in 3 products |
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Encyclopedia and Summary Information
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 Goldbach's Conjecture Summary
228 words, approx. 1 pages Goldbach's conjecture was formulated by Christian Goldbach in 1742 in a letter to the great Swiss mathematician Leonhard Euler. It is the assertion that every even number bigger than two is a sum of two prime numbers. For example, 4=2+2, 6=3+3, 10=3+7,... summary from source:
 Goldbach’S Conjecture : Philosophy Terms
46 words, approx. 1 pages. That every number greater than two is the sum of two primes. Common example of proposition necessarily true or necessarily false, but unproved and unrefuted, so that both its truth and its falsity are epistemically possible (see MODALITIES) though... summary from source:
 Goldbach’s conjecture Information
1,926 words, approx. 6 pages
Goldbach's conjecture is one of the oldest unsolved problems in number theory and in all of mathematics. It... 
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 The Exceptional Parent On dealing with conjecture.
01/01/2007: 594 words, approx. 2 pages Late last summer a hundred-year-old puzzle was solved. But like most really significant accomplishments outside of sports, politics and dysfunctional Hollywood couples it went relatively unnoticed. Grigori Perelman, a forty-year-old Russian mathematician living with his mother (a mathematical puzzle in its own... summary from source:
Atlantic Economic Journal Duopoly conjectures.
06/01/1991: 509 words, approx. 2 pages The concept of consistent conjectures (CCE), in which a firm's expectations about its rivals' reaction functions coincides with the rivals' profit-maximizing reaction functions, held initial promise as a resolution of the oligopoly equilibrium problem [Bresnahan, AER, December 1981]. However, shortcomings in the concept...
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About 7 pages (2,200 words) in 3 products |
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