Riemann Hypothesis: a GGC factorisation
Nicholas G. Polson
TL;DR
This paper introduces a novel GGC (Generalized Gamma Convolution) representation of Riemann's Xi-function, providing new insights into the structure of the Riemann Hypothesis.
Contribution
It constructs a GGC factorization of the Riemann Xi-function, offering a fresh perspective on the hypothesis's analytical properties.
Findings
GGC representation of Xi-function established
Potential implications for Riemann Hypothesis analysis
New mathematical framework introduced
Abstract
A GGC (Generalized Gamma Convolution) representation of Riemann's Xi-function is constructed.
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Taxonomy
TopicsAnalytic Number Theory Research · Mathematical functions and polynomials · Advanced Mathematical Identities