Definitions from Wiktionary (unique factorization ring)
▸ noun: (algebra, ring theory) A ring in which every non-zero, non-unit (i.e., proper) element can be factored into a product of prime elements (not necessarily distinct), such that such factorization is unique up to permutation of the factors and the replacing of primes by their associate primes.
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▸ noun: (algebra, ring theory) A ring in which every non-zero, non-unit (i.e., proper) element can be factored into a product of prime elements (not necessarily distinct), such that such factorization is unique up to permutation of the factors and the replacing of primes by their associate primes.
Similar:
unique factorization domain,
factor ideal,
factor ring,
local ring,
division ring,
integer factorization,
integral domain,
prime ring,
zero divisor,
total ring of fractions,
more...
Opposite:
▸ Words similar to unique factorization ring
▸ Usage examples for unique factorization ring
▸ Idioms related to unique factorization ring
▸ Wikipedia articles (New!)
▸ Words that often appear near unique factorization ring
▸ Rhymes of unique factorization ring
▸ Invented words related to unique factorization ring