1. Total quotient ringIn abstract algebra, the total quotient ring, or total ring of fractions, is a construction that generalizes the notion of the field of fractions of a domain to commutative rings that may have zero divisors. The construction embeds the ring in a larger ring, giving every non-zerodivisor of the smaller ring an inverse in the larger ring. Nothing more in the small ring can be given an inverse, because zero divisors are impossible to invert.
Read “Total quotient ring” on English Wikipedia
Read “全商環” on Japanese Wikipedia
Read “Total quotient ring” on DBpedia
Read “Total quotient ring” on English Wikipedia
Read “全商環” on Japanese Wikipedia
Read “Total quotient ring” on DBpedia
Discussions
Log in to talk about this word.