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Euler system
On Functional Equations of Euler Systems
Euler Systems and Refined Conjectures of Birch Swinnerton
Anticyclotomic Euler Systems for Unitary Groups
AN INTRODUCTION to P-ADIC L-FUNCTIONS
L-FUNCTIONS and CYCLOTOMIC UNITS 1. Introduction
Kato's Euler System and Rational Points on Elliptic Curves I: a P-Adic
Arxiv:1710.04956V2 [Math.NT]
Tamagawa Number Conjecture for Zeta Values 165
On the Uniqueness Part of Shahidi's L-Packet Conjecture
Kolyvagin's Euler System for Elliptic Curves and Its Application in Recent
Iwasawa Theory and Generalizations
Johns Hopkins Junior Number Theory Days 2019 December 7–8, 2019
Euler Systems and the Birch–Swinnerton-Dyer Conjecture
Local -Isomorphisms for Rank Two P-Adic Representations of Gal(Qp
The Birch and Swinnerton-Dyer Conjecture for Hasse-Weil-Artin L-Functions
Euler Systems and Iwasawa Theory Sarah Livia Zerbes
Euler Systems — MA 841 Fall 2014 Professor Robert Pollack Office
The Euler System of Generalized Heegner Cycles
Top View
Arithmetic Applications of the Euler Systems of Beilinson–Flach Elements and Diagonal Cycles
About Main Conjectures
Barry Mazur, Harvard University
ANTICYCLOTOMIC EULER SYSTEMS for UNITARY GROUPS Contents 1. Introduction 1 2. Preliminaries I: Cohomology Functors 7 3. Prelimin
Mathematisches Forschungsinstitut Oberwolfach Algebraische
Euler Systems
P-Adic Hodge Theory and Values of Zeta Functions of Modular Forms Astérisque, Tome 295 (2004), P
Euler Systems (Arizona Winter School 2018 Notes) David Loeffler And
Completed Cohomology and Kato's Euler System for Modular Forms
Arithmetic of L-Functions
IWASAWA THEORY and ZETA ELEMENTS for Gm
ON FUNCTIONAL EQUATIONS of EULER SYSTEMS Contents 1
Euler Systems and Modular Elliptic Curves
Review of “Euler Systems” by Karl Rubin
The Langlands Program Seminar
Arxiv:2006.14491V1 [Math.NT] 25 Jun 2020 6 1 ∗ J 6 Ki + Ti − 2 for All I, Then Hf (K, Ρπ,V(−J)) = 0
Euler Systems and the Birch–Swinnerton-Dyer Conjecture
Galois Representations and Modular Forms
Euler Systems (Iwasawa 2017 Notes)
Arxiv:1704.04049V2 [Math.NT] 19 Jul 2017 1.1
THE EULER SYSTEM of HEEGNER POINTS Contents 1. Introduction 1
A Short, Subjective History of Number Theory from Fermat to the Etnc
AN INTRODUCTION to P-ADIC L-FUNCTIONS
An Introduction to Kato's Euler Systems
Arxiv:1709.05780V6 [Math.NT] 12 Mar 2020 Evl Nteda Xoeta Optto Fk Ui N[ in Rubin K
Applications of Iwasawa Algebras
AN INTRODUCTION to P-ADIC L-FUNCTIONS by Joaquín
Euler Systems and Kolyvagin Systems Karl Rubin 1
Iwasawa Theory for the Symmetric Square of a Modular Form
Refined Iwasawa Theory and Kolyvagin Systems of Gauss Sum Type
Geometric Euler Systems for Locally Isotropic Motives
Arxiv:2010.00715V1 [Math.NT] 1 Oct 2020 Eiwo Eut Nelpi Uvsadmdlrforms
P-ADIC L-FUNCTIONS and EULER SYSTEMS: a TALE in TWO TRILOGIES