Number Theory

    

Proving Grimm’s Conjecture by Stepwise Forming Consecutive Composite Numbers’ Points at the Number Axis

Authors: Zhang Tianshu

Let us consider positive integers which have a common prime factor as a kind, then the positive half line of the number axis consists of infinite many recurring line segments of same permutations of c kinds of integers’ points, where c≥1. In this article we proved Grimm’s conjecture by stepwise change symbols of each kind of composite numbers’ points at the number axis, so as to form consecutive composite numbers’ points under the qualification of proven Legendre-Zhang conjecture as the true.

Comments: 13 Pages.

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Submission history

[v1] 2016-10-01 01:46:45

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