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Class field theory
Number Theory
22 Ring Class Fields and the CM Method
22 Ring Class Fields and the CM Method
The Twelfth Problem of Hilbert Reminds Us, Although the Reminder Should
L-Functions and Non-Abelian Class Field Theory, from Artin to Langlands
Class Field Theory and the Local-Global Property
Course Notes, Global Class Field Theory Caltech, Spring 2015/16
Brumer–Stark Units and Hilbert's 12Th Problem
LECTURES on COHOMOLOGICAL CLASS FIELD THEORY Number
Index-P Abelianization Data of P-Class Tower Groups
Class Field Theory
Galois Cohomology
A Brief Guide to Algebraic Number Theory
Math 223B - Algebraic Number Theory
Galois Cohomology Summary
Algorithmic Enumeration of Ideal Classes for Quaternion Orders
Cohomology of Number Fields, by Jürgen Neukirch, Alexander
An Overview of Class Field Theory
Top View
Takagi's Class Field Theory
Class Field Towers
INTRODUCTION to CLASS FIELD THEORY Contents 1. Theorems Of
Recent Progress in Determining P-Class Field Towers
Notes on Galois Modules
Class Field Theory
Notes on Class Field Theory (Updated 17 Mar 2017) Kiran S. Kedlaya
Algebraic Number Theory
Explicit Local Class Field Theory
History of Class Field Theory
CLASS FIELD THEORY J.S. Milne
Introduction to the English Edition of Hilbert's Zahlbericht
Class Field Theory
Notes on Class Field Theory and Complex Multiplication
24 Artin Reciprocity in the Unramified Case
Class Field Theory for Global Fields of Positive Characteristic
Samit Dasgupta Duke University University of Maryland Seminar, 4/14/2021 MOTIVATION
Reciprocity Laws: Artin-Hilbert
Principalization of Ideals in Abelian Extensions of Number Fields Sebastien Bosca, Georges Gras, Jean-François Jaulent
Non-Unique Factorization and Principalization in Number Fields
The Capitulation Problem in Class Field Theory
Class Field Theory, Its Three Main Generalisations, and Applications
Computational Class Field Theory 499
28 Global Class Field Theory, the Chebotarev Density Theorem
History of Class Field Theory
A Brief Summary of the Statements of Class Field Theory
10. Galois Modules and Class Field Theory
Geometric Class Field Theory
Class Field Theory for Number Fields and Complex Multiplication
Galois Module Structure, by Victor P. Snaith, Fields Institute Monographs, Vol
Notes for Algebraic Number Theory Instructor: Chao Li