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Unique factorization ring

Noun

Definitions

1.NounA 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.

Synonyms

unique factorization domainfactor idealfactor ringlocal ringdivision ringinteger factorizationintegral domainprime ringzero divisortotal ring of fractionsboolean ringprincipal ideal ring
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