Principal-ideal-ring Definition
noun
(algebra, ring theory) A commutative ring in which every ideal is a principal ideal.
Wiktionary
(algebra, ring theory) A noncommutative ring in which every left ideal is a principal ideal and so is every right ideal.
Wiktionary
Other Word Forms of Principal-ideal-ring
Noun
Singular:
principal-ideal-ring
Plural:
principal ideal rings
Principal-ideal-ring Is Also Mentioned In
Find Similar Words
Find similar words to principal-ideal-ring using the buttons below.