Another Riemann Hypothesis Equivalent
Richard Pell
TL;DR
This paper introduces a new equivalence to the Riemann Hypothesis based on identities involving Mobius function values, providing an alternative perspective on this longstanding mathematical problem.
Contribution
It presents a novel equivalence to the Riemann Hypothesis derived from Mobius function identities, expanding the theoretical understanding of the hypothesis.
Findings
Derived a new Riemann Hypothesis equivalent using Mobius function identities
Provides a fresh mathematical framework for approaching the hypothesis
Potential implications for future research in number theory
Abstract
Identities involving Mobius function values (u(j),u(k)) are used to generate a Riemann Hypothesis equivalent.
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Taxonomy
TopicsMatrix Theory and Algorithms · Mathematics and Applications · Algebraic and Geometric Analysis