Number Theory

   

A Curious Identity of the Zeta Function

Authors: Juan Moreno Borrallo

At this brief paper, it is proposed and demonstrated a curious identity of Zeta Function, equivalent to the sum of the geometric progression of reciprocals of all the positive integers which are not perfect powers, having as numerators the number of divisors of the exponent of each term of the progression.

Comments: 7 Pages. Spanish Language

Download: PDF

Submission history

[v1] 2019-03-22 04:31:14
[v2] 2019-03-22 08:40:24

Unique-IP document downloads: 30 times

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