Among these are Fermat's conjecture (Lagrange's theorem) that every integer is the sum of four squares, and the following: "Given any positive rationals a, b with a>b, there exist positive rationals c, d such that a3-b3 = c3+d3." (This latter "lemma" was investigated by Vieta ...
The greatest common divisor of a set is the largest positive integer or polynomial that divides each of the numbers in the set without remainder. [..] + 添加翻译 英文-中文字典 最大公因子 noun largest positive integer or polynomial [..] en.wiktionary.org_2014 最大公约数 noun Open...
Among these are Fermat's conjecture (Lagrange's theorem) that every integer is the sum of four squares, and the following: "Given any positive rationals a, b with a>b, there exist positive rationals c, d such that a3-b3 = c3+d3." (This latter "lemma" was investigated by Vieta ...
Among these are Fermat's conjecture (Lagrange's theorem) that every integer is the sum of four squares, and the following: "Given any positive rationals a, b with a>b, there exist positive rationals c, d such that a3-b3 = c3+d3." (This latter "lemma" was investigated by Vieta ...
Among these are Fermat's conjecture (Lagrange's theorem) that every integer is the sum of four squares, and the following: "Given any positive rationals a, b with a>b, there exist positive rationals c, d such that a3-b3 = c3+d3." (This latter "lemma" was investigated by Vieta ...
If each one does not know what the others think when deciding or choosing an alternative, is it possible to build an aggregation function that leads most of the cases to consensus rather than to partial or total conflict? In self-controlled groups where there is no moderator who reconciles ...