Laws Of Form and the Riemann Hypothesis
J. M. Flagg, Louis H. Kauffman, Divyamaan Sahoo
TL;DR
This paper reviews the historical and mathematical development of the Riemann Hypothesis, highlighting contributions from Riemann to G. Spencer-Brown's proof, emphasizing the evolution of ideas leading to the Denjoy proof.
Contribution
It provides a comprehensive exposition connecting classical and modern approaches to the Riemann Hypothesis, including Spencer-Brown's novel proof.
Findings
Historical overview of RH research
Analysis of Spencer-Brown's proof
Synthesis of RH-related mathematical ideas
Abstract
This paper is an exposition and review of the research related to the Riemann Hypothesis starting from the work of Riemann and ending with a description of the work of G. Spencer-Brown, culminating in his Denjoy proof of the RH.
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Taxonomy
TopicsHistory and Theory of Mathematics · Analytic Number Theory Research · Mathematics and Applications