Can I read Maximal Ideals and Fields in Rings on EtoBox?
Maximal Ideals and Fields in Rings by leoesdooeste.torcida is a document available to read on EtoBox.
What is Maximal Ideals and Fields in Rings about?
The document discusses properties of maximal ideals in commutative rings, specifically stating that if JfM is maximal and R is commutative, then the quotient ring R/M is a field, and vice versa. It also presents a corollary that outlines equivalent conditions for a commutative ring with identity to be a field. Additionally, it briefly touches on the complexities of co-products in the category of rings compared to direct products.
- Author
- leoesdooeste.torcida
- Language
- EN