Number Theory

    

Conjecture on an Infinity of Numbers (30k+7)(60k+13) Which Admit a Deconcatenation in Two Primes

Authors: Marius Coman

In this paper I state the following conjecture: there exist an infinity of numbers q = (30*k + 7)*(60*k + 13) which admit a deconcatenation in two primes p1 and p2. Examples: for k = 2, q = 67*133 = 8911 which can be deconcatenated in p1 = 89 and p2 = 11; for k = 5, q = 157*313 = 49141 which can be deconcatenated in p1 = 491 and p2 = 41.

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Submission history

[v1] 2016-04-10 10:36:33

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