Introduction (Commutative Algebra 0)

introduction to commutative C*-algebras by example - Vaughn Gerrits

Commutative algebra 2 (Rings, ideals, modules)

Commutative algebra 16 Localization

Lecture 7 - Radicals, Extension and Contraction of Ideals

Lecture 8 - Modules and Homomorphisms

Lecture 1 - Review of Ring Theory

Lecture 31 - Hilbert Basis Theorem and Primary Decomposition

Lecture 18 - Localization

Lecture 24 - Lying Over and Going up Theorems

Lecture 15 - Properties of Tensor Products

Lecture 2 - Review of Ring Theory (Continued)

Lecture 20 - Local Properties

Lecture 28 - Noetherian and Artinian Modules

Lecture 26 - Going Down Theorem (Continued)

Lecture 17 - Tensor Product of Algebras