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Selmer group
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BOUNDING SELMER GROUPS for the RANKIN–SELBERG CONVOLUTION of COLEMAN FAMILIES Contents 1. Introduction 1 2. Modular Curves
Iwasawa Theory of the Fine Selmer Group
An Introductory Lecture on Euler Systems
THE UNIVERSAL P-ADIC GROSS–ZAGIER FORMULA by Daniel
Arithmetic of L-Functions
AN INTRODUCTION to P-ADIC L-FUNCTIONS
Arxiv:2102.02411V2 [Math.NT]
L-FUNCTIONS and CYCLOTOMIC UNITS 1. Introduction
Selmer Groups and Euler Systems
The Structure of Selmer Groups of Elliptic Curves and Modular Symbols
Selmer Groups and Congruences
Tamagawa Number Conjecture for Zeta Values 165
PRINCIPAL HOMOGENEOUS SPACES. SELMER GROUP and SHAFAREVICH-TATE GROUP. Introduction the Goal of the Paper Is to Introduce the Se
Non Abelian Class Number Formulas and Adjoint Selmer Groups
Iwasawa Theoretic Studies on K-Groups and Selmer Groups(本文)
Arxiv:1909.00511V4 [Math.NT] 20 Oct 2020 Ubro Etnso H Uhr Nntoa Awnuniversity
Growth of Fine Selmer Groups in Infinite Towers
Top View
Selmer Groups and the Indivisibility of Heegner Points
Pariah Moonshine
Iwasawa Theory and Generalizations
Explicit Isogeny Descent on Elliptic Curves
Lectures on the Iwasawa Theory of Elliptic Curves
Selmer Groups and Class Groups
Arxiv:1905.04282V2 [Math.NT]
SELMER GROUP HEURISTICS and SIEVES Part 1. Sieves in Arithmetic Geometry 1. Introduction in the Past Decade Or So, the Most Elem
The Size of Selmer Groups for the Congruent Number Problem
Selmer Groups and Congruences
Graduate Texts in Mathematics 239
Vanishing of L-Functions and Ranks of Selmer Groups
Euler Systems and Iwasawa Theory Sarah Livia Zerbes
Research Statement — Debanjana Kundu
An Introduction to Bloch and Kato's Conjecture
The Bloch–Kato Selmer Group
Arxiv:1911.10649V3 [Math.NT]
Publication of My Master Thesis “Using Selmer Groups to Compute Mordell-Weil Groups of Elliptic Curves”
Barry Mazur, Harvard University
Selmer Groups and Descent
Mathematische Annalen C Springer-Verlag 1998
Euler Systems
P-Adic Hodge Theory and Values of Zeta Functions of Modular Forms Astérisque, Tome 295 (2004), P
Arithmetic of L-Functions
Three-Isogeny Selmer Groups and Ranks of Abelian Varieties in Quadratic Twist Families Over a Number Field
The Selmer Group, the Shafarevich-Tate Group, and the Weak Mordell-Weil Theorem
Two P-Adic L-Functions and Rational Points on Elliptic Curves with Supersingular Reduction
Arxiv:2101.01879V2 [Math.NT] 2 Feb 2021
1 Introduction 2 Primary Research Interest: Iwasawa Theory
Bloch–Kato Conjectures for Automorphic Motives
Arxiv:1009.5389V2 [Math.NT] 17 Jan 2012 O En Ob Opeesre Frslso H Aiyconj Parity the Selme on Concerning Results Those of Mentioned
Applications of Iwasawa Algebras
AN INTRODUCTION to P-ADIC L-FUNCTIONS by Joaquín
Euler Systems and Kolyvagin Systems Karl Rubin 1
2-Selmer Groups, 2-Class Groups and Rational Points on Elliptic Curves
ARITHMETIC of ADJOINT L-VALUES Contents 1. Introduction 1 2. Some Ring Theory 5 2.1. Differentials 5 2.2. Congruence and Differe
Selmer Groups and Chow Groups of Self-Products of Algebraic Varieties
Vanishing of L-Functions and Ranks of Selmer Groups
Governing Fields and Statistics for 4-Selmer Groups and 8-Class Groups