# Other People's Notes:

## Elliptic Curves:

Introduction to Elliptic Curves I - Charlap/RobbinsIntroduction to Elliptic Curves II - Charlap/Robbins

Elliptic Curve Handbook - Connell

Elliptic Curves (GraNT Seminar)

Arithmetic of Elliptic Curves with Complex Multiplication - Rubin

## Iwasawa Theory:

Iwasawa Theory : Past and Present - GreenbergIwasawa Theory of Elliptic Curves - Greenberg

Classical Iwasawa Theory - Jansen (hosted locally)

## Abelian Varieties:

Abelian Varieties - Milne## Abstract Algebra:

Group Theory - MilneGalois Theory - Milne

Introduction to Commutative Algebra - Fesenko

Homological Algebra - Fesenko

Group Theory - Wilkins

Galois Theory - Wilkins

Abstract Algebra - Ash

Abstract and Linear Algebra - Connell

Graduate Algebra - Lady

Introduction to Abstract Algebra - Garrett

Classical Groups - Cameron

Introduction to Algebraic K-Theory - Weibel

## Algebraic Geometry:

Algebraic Geometry - MilneEtale Cohomology - Milne

Algebraic Geometry - Dolgachev

Sheaf Cohomology and Algebraic Curves - Hartshorne

## Algebraic Number Theory:

Algebraic Number Theory, Algebraic Semigroups, Quadratic Forms, Algebraic K-theory - HoffmanAlgebraic Number Theory - Milne

Class Field Theory - Milne

Introduction to Algebraic Number Theory - Fesenko

Local Fields - Fesenko

Algebraic Number Theory - Ash

Algebraic Number Theory - Chapman

P-adics, Adeles, Tate's Thesis - Miller

Algebraic Number Theory (GraNT Seminar)

## Modular Forms:

Modular Functions and Modular Forms - MilneModular Forms - Ribet

Modular Form - Dolgachev

## Modularity:

Theory Surrounding the Proof of Fermat's Last Theorem - BostonLast Updated: (Nov 8, 2006)