New Story
by Eigen Value Equation Population June 2nd, 2024
Too Long; Didn’t Read
The proof of Proposition 2.6 leverages results from Section 9 and Cauchy’s inequality to simplify and demonstrate the proposition.
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Author:
(1) Yitang Zhang.
Table of Links
- Abstract & Introduction
- Notation and outline of the proof
- The set Ψ1
- Zeros of L(s, ψ)L(s, χψ) in Ω
- Some analytic lemmas
- Approximate formula for L(s, ψ)
- Mean value formula I
- Evaluation of Ξ11
- Evaluation of Ξ12
- Proof of Proposition 2.4
- Proof of Proposition 2.6
- Evaluation of Ξ15
- Approximation to Ξ14
- Mean value formula II
- Evaluation of Φ1
- Evaluation of Φ2
- Evaluation of Φ3
- Proof of Proposition 2.5
Appendix A. Some Euler products
Appendix B. Some arithmetic sums
11. Proof of Proposition 2.6
By the result of Section 9,
Hence, by Cauchy’s inequality, the proof of Proposition 2.6 is reduced to showing that
This paper is available on arxiv under CC 4.0 license.
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