Jacobson radical en · NOUN
Meanings
- (qualifier:ring theory) The operation that produces (from a given ring) the ideal of elements which annihilates all simple modules (over the given ring); the result of this operation. The Jacobson radical of a ring R is denoted J(R).
Forms
| Spelling | Features | Labels | Source |
|---|---|---|---|
| Jacobson radicals | Number=Plur | lexicographic |