MATH 223AR
Algebraic Number Theory
A graduate introduction to algebraic number theory. Topics: the structure of ideal class groups, groups of units, a study of zeta functions and L-functions, local fields, Galois cohomology, local class field theory, and local duality.
Topics
- the structure of ideal class groups
- groups of units
- a study of zeta functions and L-functions
- local fields
- Galois cohomology
- local class field theory
- and local duality
Topics explicitly listed in official catalogue description
Sources
- Course catalogue ↗Public 2026-2027 offerings