Weston, Tom - Department of Mathematics and Statistics, University of Massachusetts at Amherst

• Complete discrete valuation rings and local elds. (cf. Chap I of [1]) Let A be a commutative ring. These are equivalent.
• EXPLICIT UNOBSTRUCTED PRIMES FOR MODULAR DEFORMATION PROBLEMS OF SQUAREFREE LEVEL
• AN INTRODUCTION TO COBORDISM THEORY 1. Introduction 1
• Euler Systems and Arithmetic Geometry Barry Mazur and Tom Weston
• AN OVERVIEW OF A THEOREM OF FLACH In recent years, the study of the deformation theory of Galois representations has
• ON ANTICYCLOTOMIC INVARIANTS OF MODULAR FORMS ROBERT POLLACK AND TOM WESTON
• MAZUR--TATE ELEMENTS OF NONORDINARY MODULAR ROBERT POLLACK AND TOM WESTON
• THE EULER SYSTEM OF HEEGNER POINTS 1. Introduction 1
• ALGEBRAIC CYCLES, MODULAR FORMS AND EULER SYSTEMS
• SELMER GROUPS AND CHOW GROUPS OF SELF-PRODUCTS OF ALGEBRAIC VARIETIES
• AN INTRODUCTION TO COBORDISM THEORY 1. Introduction 1
• IWASAWA INVARIANTS OF GALOIS DEFORMATIONS Abstract. Fix a residual ordinary representation
• THE EULER SYSTEM OF HEEGNER POINTS 1. Introduction 1
• Lectures on the Dirichlet Class Number Formula for Imaginary Quadratic Fields
• POWER RESIDUES OF FOURIER COEFFICIENTS OF MODULAR FORMS
• VARIATION OF IWASAWA INVARIANTS IN HIDA FAMILIES MATTHEW EMERTON, ROBERT POLLACK AND TOM WESTON
• KUMMER THEORY OF ABELIAN VARIETIES AND REDUCTIONS OF MORDELL-WEIL GROUPS
• LOCAL TORSION ON ELLIPTIC CURVES AND THE DEFORMATION THEORY OF GALOIS REPRESENTATIONS
• UNOBSTRUCTED MODULAR DEFORMATION PROBLEMS Abstract. Let f be a newform of weight k 3 with Fourier coefficients in a
• A BRIEF INTRODUCTION TO LOCAL FIELDS The purpose of these notes is to give a survey of the basic Galois theory of local
• THE INFLATION-RESTRICTION SEQUENCE : AN INTRODUCTION TO SPECTRAL SEQUENCES
• THE IDELIC APPROACH TO NUMBER THEORY 1. Introduction
• THE BANACH-TARSKI PARADOX 1. Introduction
• Rough syllabus for Math 254. MATH 254 will be run in the form of a seminar accessible to beginning and second year
• THE IDELIC APPROACH TO NUMBER THEORY 1. Introduction
• AN OVERVIEW OF A THEOREM OF FLACH In recent years, the study of the deformation theory of Galois representations has
• LOCAL TORSION ON ELLIPTIC CURVES AND THE DEFORMATION THEORY OF GALOIS REPRESENTATIONS
• POWER RESIDUES OF FOURIER COEFFICIENTS OF MODULAR FORMS
• SELMER GROUPS AND CHOW GROUPS OF SELF-PRODUCTS OF ALGEBRAIC VARIETIES
• ALGEBRAIC CYCLES, MODULAR FORMS AND EULER SYSTEMS
• On Selmer Groups of Geometric Galois Representations
• MATH 411: HOMEWORK 1 DUE THURSDAY, FEBRUARY 3
• L-FUNCTIONS AND CYCLOTOMIC UNITS TOM WESTON, UNIVERSITY OF MICHIGAN
• Lectures on the Dirichlet Class Number Formula for Imaginary Quadratic Fields
• Algebraic Number Theory Chapter 1. Number Fields 5
• A BRIEF INTRODUCTION TO LOCAL FIELDS The purpose of these notes is to give a survey of the basic Galois theory of local
• THE BANACH-TARSKI PARADOX 1. Introduction
• KUMMER THEORY OF ABELIAN VARIETIES AND REDUCTIONS OF MORDELL-WEIL GROUPS
• KIDA'S FORMULA AND CONGRUENCES ROBERT POLLACK AND TOM WESTON
• Euler Systems and Arithmetic Geometry Barry Mazur and Tom Weston
• VARIATION OF IWASAWA INVARIANTS IN HIDA FAMILIES MATTHEW EMERTON, ROBERT POLLACK AND TOM WESTON
• UNOBSTRUCTED MODULAR DEFORMATION PROBLEMS Abstract. Let f be a newform of weight k 3 with Fourier coecients in a
• POWER RESIDUES OF FOURIER COEFFICIENTS OF ELLIPTIC CURVES WITH COMPLEX MULTIPLICATION
• THE MODULAR CURVES X 0 (11) AND X 1 (11) This paper is intended as a brief introduction to the theory of moduli spaces
• Algebraic Number Theory Chapter 1. Number Fields 5
• KIDA'S FORMULA AND CONGRUENCES ROBERT POLLACK AND TOM WESTON
• IWASAWA INVARIANTS OF GALOIS DEFORMATIONS Abstract. Fix a residual ordinary representation : GF GLn(k) of the
• L-FUNCTIONS AND CYCLOTOMIC UNITS TOM WESTON, UNIVERSITY OF MICHIGAN
• POWER RESIDUES OF FOURIER COEFFICIENTS OF ELLIPTIC CURVES WITH COMPLEX MULTIPLICATION
• GEOMETRIC EULER SYSTEMS FOR LOCALLY ISOTROPIC MOTIVES
• EXPLICIT UNOBSTRUCTED PRIMES FOR MODULAR DEFORMATION PROBLEMS OF SQUAREFREE LEVEL
• On Selmer Groups of Geometric Galois Representations
• ON ANTICYCLOTOMIC -INVARIANTS OF MODULAR FORMS ROBERT POLLACK AND TOM WESTON
• MAZURTATE ELEMENTS OF NON-ORDINARY MODULAR ROBERT POLLACK AND TOM WESTON