About this document
Ideals and Quotients in Algebra by sticker592 is a document available to read on EtoBox.
This document provides an introduction to ideals and quotients in commutative rings. It defines ideals and gives examples of trivial, principal, prime, and maximal ideals. It discusses the differences between ideals and subrings. It also introduces principal ideal domains and shows that in a PID, every nonzero prime ideal is maximal. Examples are given of rings that are and aren
- Author
- sticker592
- Language
- EN