Teaching

This Academic Year (2007-08)

Fall 2007

• MATH 608R: Etale Cohomology and the Weil conjectures
• HONR 229P: Mathematics and Art Syllabus

Previous Years

Spring 2007

• MATH 687: Minicourse Series in the Mathematical Sciences

Fall 2006

• MATH 606: Introduction to Algebraic Geometry
• HONR 229P: Mathematics and Art
MATH 687: Minicourse Series in the Mathematical Sciences

Fall 2005

• MATH 403: Introduction to Abstract Algebra
• HONR 229P: Mathematics and Art

Spring 2005

• MATH 406: Introduction to Number Theory
• MATH 406: Introduction to Number Theory

Fall 2004

• MATH 608M: Topics in Algebraic Number Theory. Complex Multiplication

Basic theory of complex multiplication of elliptic curves, modular forms.

Plans to cover some parts of the book by Henri Darmon: Rational Points on modular elliptic curves

• HONR 229P: Mathematics and Art

Spring 2004

• MATH 608C: Algebraic Number Theory II

Continuation of MATH 620 from Fall 2004. Explicit class field theory.

• MATH 241H: Calculus III

Fall 2003

• HONR 229P: Mathematics and Art
• MATH 620: Algebraic Number Theory

Fall 2002

• MATH 241: Calculus III
• MATH 241: Calculus III

Spring 2002

• MATH 601: Algebra II

Fall 2001

• MATH 600: Algebra I
• MATH 141H: Calculus II

Spring 2001

• MATH 608C: Algebraic Geometry II

Continuation of MATH 606 from Fall 2000.

Fall 2000

• MATH 606: Algebraic Geometry I
• MATH 405: Linear Algebra

Spring 2000

• MATH 405: Linear Algebra
• MATH 141H: Calculus II