On the theorem of Conrey and Iwaniec
Jeffrey Stopple
TL;DR
This paper provides an exposition of Conrey and Iwaniec's work on the spacing of zeros of Hecke L-functions and its implications for the class number problem, clarifying complex concepts and highlighting key results.
Contribution
It offers a detailed explanation of Conrey and Iwaniec's theorem, making their findings more accessible and emphasizing the significance for number theory.
Findings
Clarifies the spacing of zeros of Hecke L-functions
Connects zero distribution to class number problems
Highlights key techniques used by Conrey and Iwaniec
Abstract
An exposition on "Spacing of zeros of Hecke L-functions and the class number problem" by Conrey and Iwaniec; any errors are my own.
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Taxonomy
TopicsAnalytic Number Theory Research · Advanced Algebra and Geometry · Coding theory and cryptography