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Siegel zero
Class Numbers of Quadratic Fields Ajit Bhand, M Ram Murty
Li's Criterion and Zero-Free Regions of L-Functions
And Siegel's Theorem We Used Positivi
Zeta Functions of Finite Graphs and Coverings, III
SPEECH: SIEGEL ZERO out Line: 1. Introducing the Problem of Existence of Infinite Primes in Arithmetic Progressions (Aps), 2. Di
Standard Zero-Free Regions for Rankin–Selberg L-Functions
THE TRUTH ABOUT TORSION in the CM CASE 1. Introduction the Aim of This Note Is to Prove the Following Result. Theorem 1. There I
Landau-Siegel Zeros and Their Illusory Consequences Kyle Pratt University of Illinois
Arxiv:2001.02405V1 [Math.NT]
Arxiv:2010.01308V2 [Math.NT] 3 Nov 2020 L Eee O Nipoe Presentation
L-Functions: Siegel-Type Theorems and Structure Theorems
Arxiv:2105.14653V1 [Math.NT]
The Work of Granville–Stark on ABC and Siegel Zeros
Zetapack: a System for the Computation of Zeta and L-Functions with Mathematica
On the Theorem of Conrey and Iwaniec
Arxiv:1911.07215V3 [Math.NT] 18 May 2021 ( √ 1 (−1 + D) If D ≡ 1 (Mod 4), 2 √ Τd = 1 2 D If D ≡ 0 (Mod 4); and Let J(·) Be the Classical J-Invariant Function
Zero Free Regions for Dirichlet Series Christophe Delaunay, Emmanuel Fricain, Elie Mosaki, Olivier Robert
Real Zeros of Dedekind Zeta Functions of Real Quadratic Fields
Top View
Asymptotics of Goldbach Representations 3
Sieving Intervals and Siegel Zeros
On the Theorem of Conrey and Iwaniec
Analytic Number Theory
Class Numbers of Quadratic Fields
PRETENTIOUSNESS in ANALYTIC NUMBER THEORY Andrew
(With H. Iwaniec) Spacing of Zeros of Hecke $L$-Functions and the Class Number Problem, Acta
Full Text (PDF Format)
Automorphic Forms, L-Functions and Number Theory (March 12–16) Three Introductory Lectures
Security Analysis of Cryptosystems Using Short Generators Over Ideal Lattices
What Are Zeta Functions of Graphs and What Are They Good For?
Coefficients of Maass Forms and the Siegel Zero Author(S): Jeffrey Hoffstein and Paul Lockhart Source: Annals of Mathematics , Jul., 1994, Second Series, Vol
On Landau–Siegel Zeros and Heights of Singular Moduli
ZEROS of ZETA FUNCTIONS Dedicated to Professor Akio Fujii On
ANALYTIC NUMBER THEORY NOTES Kannan Soundararajan Taught a Course
Limiting Distributions and Zeros of Artin L-Functions
Explicit Bound on Siegel Zeros of Imaginary Quadratic Fields
Riemann's Hypothesis
Analytic Number Theory
Class Number in Imaginary Quadratic Fields, Quart
Bounds on Siegel Zeros
Analytic Number Theory Course Notes for UCLA Math 205A
On the Exceptional Zeros of Rankin-Selberg L-Functions