Number Theory

    

Prove Grimm’s Conjecture by Stepwise Forming Consecutive Composite Number’s Points

Authors: Zhang Tianshu

Regard positive integers which have a common prime factor as a kind, then the positive half line of the number axis consists of infinitely many recurring line segments which have same permutations of c kinds of integer’s points, where c≥1. Thus, the author first makes a positive half line of the number axis, yet the positive half line is marked only with integer’s points. Then, change gradually symbols of each kind of composite number’s points thereon according to the order of common prime factors from small to large, so as to form consecutive composite number’s points within limits that proven Bertrand's postulate restricts to prove Grimm’s conjecture.

Comments: 14 Pages.

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Submission history

[v1] 2020-04-27 05:10:06

Unique-IP document downloads: 163 times

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