Jose Risomar Sousa

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20182026

most citedGeneralized Harmonic Progression

2 citations · 3 across the 11 of their papers we have counts for

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math.NT2019

The Hurwitz Zeta Function at the Positive Integers

Jose Risomar Sousa

A formula for the Hurwitz zeta function at the positive integers $k$ , $ζ (k, b)$ , is created by solving the real and the imaginary parts separately and then combining them. A few dif…

math.NT2019

Generalized Harmonic Progression Part II

Jose Risomar Sousa

In a previous paper, we saw how to create formulae for the sum of the terms of a harmonic progression of order $k$ , $HP_{k} (n)$ , with integer parameters, $a$ and $b$ . In thi…