Some identities for the Riemann zeta-function II
Aleksandar Ivi\'c
TL;DR
This paper proves new identities for the Riemann zeta-function using Mellin transform properties and M"untz's identity, contributing to the theoretical understanding of this fundamental mathematical function.
Contribution
It introduces novel identities for the Riemann zeta-function derived from Mellin transform techniques and M"untz's identity, expanding existing theoretical frameworks.
Findings
New identities for the Riemann zeta-function established
Methods involve Mellin transform properties and M"untz's identity
Contributes to the theoretical analysis of the zeta-function
Abstract
Some identities for the Riemann zeta-function are proved, using properties of the Mellin transform and M\"untz's identity.
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Taxonomy
TopicsAnalytic Number Theory Research · Advanced Mathematical Identities · Mathematical functions and polynomials