This course is from MIT’s Mathematics department. The course materials include readings, lecture notes, and assignments. Topics covered include commutative algebra, rigs of integers, Dedekind domains, ideals, factorization, discriminants, ramification Galois groups, quadratic fields, cyclotomic fields, valuations, local fields, class groups, Dirichlet’s unit theorem, quadratic forms, and class field theory.
Algebra
COURSEWARE MODULE
Undergraduate