Number Theory


多 与 少 证 明 = 2

Authors: Aaron chau

本文强调:质数与孪生质数分别都是无限的依据是算术中的(加减乘除)。 比如在古希腊,欧几里德证明质数无限,他所应用的是(乘除法)来表述反证法。 又比如,现时在伦敦来证明孪生质数无限,即无限存在二个质数的距离=2;本文应用的是(加减法)来表述:就在(单数空格)里,单数与奇合数的个数分别在每一数段里的多与少。

Comments: 2 Pages.

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Submission history

[v1] 2018-12-17 23:47:57

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