About this document

Quadratic Integer Rings Overview by AxlBassi is a document available to read on EtoBox.

This document discusses properties of rings and ideals that are important for studying quadratic integer rings. It begins by defining ideals of commutative rings and giving examples, such as ideals of Z being of the form nZ. It then discusses generating ideals and how the ideal generated by a set A is the smallest ideal containing A. The document will go on to discuss properties like unique factorization that allow generalizing arithmetic from Z to quadratic integer rings.

Author

AxlBassi

Language

EN