Number Theory


The ABC Conjecture Does Not Hold Water ( Revised Version )

Authors: Zhang Tianshu

The ABC conjecture seemingly is difficult to carry conviction in the face of satisfactory many primes and satisfactory many odd numbers of 6K±1 from operational results of computer programs. So we select and adopt a specific equality 1+2N(2N-2)=(2N-1)2 with N≥2 satisfying 2N-1>(Rad(2N-2))1+ ε. Then, proceed from the analysis of the limits of values of ε to find its certain particular values, thereby finally negate the ABC conjecture once and for all.

Comments: 18 Pages.

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Submission history

[v1] 2016-11-30 07:48:39

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