Local ring
Jump to navigation
Jump to search
A ring is said to be a local ring if it has a unique maximal ideal . It is said to be semi-local if it has finitely many maximal ideals.
Main Article |
Discussion |
Related Articles [?]
|
Bibliography [?]
|
External Links [?]
|
Citable Version [?]
|
|||||||||||||||
|
A ring is said to be a local ring if it has a unique maximal ideal . It is said to be semi-local if it has finitely many maximal ideals.