principal ideal ring

principal ideal domain

noun Mathematics.
a commutative integral domain with multiplicative identity in which every ideal is principal.
Also called principal ideal ring.

1960–65 Unabridged
Based on the Random House Dictionary, © Random House, Inc. 2014.
Cite This Source Link To principal ideal ring
Previous Definition: principal ideal domain
Next Definition: principal investigator
More from
Synonyms and Antonyms for principal ideal ring
More from
Search for articles containing principal ideal ring Word FAQs presents 366 FAQs, incorporating some of the frequently asked questions from the past with newer queries.

Copyright © 2014, LLC. All rights reserved.
  • Please Login or Sign Up to use the Recent Searches feature