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Hecke character
Algebraic Hecke Characters and Compatible Systems of Abelian Mod P Galois Representations Over Global fields
Hecke Characters, Classically and Idelically
Nonvanishing of Hecke L-Functions and Bloch-Kato P
Notes on the Riemann Hypothesis Ricardo Pérez-Marco
Tate's Thesis
Algebraic Hecke Characters Motivation
Birch and Swinnerton-Dyer Conjecture in the Complex Multiplication Case
L-Functions and Non-Abelian Class Field Theory, from Artin to Langlands
Arxiv:1604.08551V6 [Math.NT] 23 Feb 2019 field Conductor 1.1
Algebraic Number Theory — Problem Sheet #3
Arxiv:1707.01770V2 [Math.HO] 21 Feb 2018 4.2
Fourier Analysis on Number Fields, by D. Ramakrishnan and R. J. Valenza
Math 620 Home Work Assignment 3 1. Let K Be an Imaginary Quadratic
Notes on Tate's Thesis
Analytic Continuation, Functional Equation: Examples 1. Dirichlet L-Functions L(S, Χ) for Even Dirichlet Characters
From Quadratic Reciprocity to the Langlands Program
L-Functions and Galois Representations
NUMBER FIELD ZETA INTEGRALS and L-FUNCTIONS the Basic Zeta
Top View
P-ADIC ARTIN L-FUNCTIONS
Topics in Number Theory
Special Values of Hecke L-Functions and Abelian Integrals
RIEMANN's ZETA FUNCTION and BEYOND Contents 1. Introduction 60 the Two Methods 61 2. Riemann's Integral Representation (1859
An Elementary Introduction to the Langlands Program
An Introduction to Tate's Thesis
Variations on a Theorem of Tate Stefan Patrikis
Explicit Results on the Distribution of Zeros of Hecke $ L $-Functions
Period Relations and Critical Values of L-Functions
Algebraic Hecke Characters and Strictly Compatible Systems of Abelian Mod P Galois Representations Over Global fields
Hecke Characters and the K–Theory of Totally Real and Cm Number Fields
Automorphic Forms, L-Functions and Number Theory (March 12–16) Three Introductory Lectures
The Work of John Tate
Introduction to L-Functions I: Tate's Thesis
TATE's THESIS Contents 1. Introduction 2 2. Motivation
Reciprocity Laws and Galois Representations: Recent Breakthroughs
Applications of Global Class Field Theory Course Notes
Sums of Squares, Modular Forms, and Hecke Characters
Character Theory and Artin L-Functions
Automorphic Forms and the Langlands Program
Nonvanishing of Hecke L–Functions for Cm Fields and Ranks of Abelian Varieties
Hecke L-Functions and the Distribution of Totally Positive Integers
The Art of Artin L-Functions
Mathematical Perspectives
Arxiv:Math/0003114V1 [Math.NT] 20 Mar 2000 Ihteelpi Curves Elliptic the with Endover Defined W Orih[R.O Ore Tatmtclyvnse When Vanishes Automatically It Course, of [MR]
Tate's Thesis and Arithmetic Zeta Functions