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Ideal quotient

binary operation defined on the set of ideals in a commutative ring; (I:J) consists of elements r of the commutative ring such that rJ is a subset of I; in algebraic geometry, corresponds to the set difference of subvarieties

Pronunciation
/ʌɪˈdɪəl ˈkwəʊʃənt/
/aɪˈdiəl ˈkwoʊʃənt/
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