对一个梅森素数分布猜想的质疑

A Contest against a Guess About Mersenne Prime Distribution

梅森素数分布研究是数学中的一大难题。从目前已知的梅森素数出发,通过数据分析指出:猜想"梅森素数的指数p所形成的二阶差分序列按5项一组来划分,每组中都有3项非负值与2项负值"是错误的。

The Mersenne prime distribution is a very difficult topic in mathematics. This paper points out that the guess ＂There are 3 non-negative values and 2 negative values under every 5 terms of a 2nd-order difference sequence of indexes p＇s of the Mersenne primes＂ as proposed in reference [4] is wrong.