Definitions from Wikipedia (Chow's moving lemma)
▸ noun: In algebraic geometry, Chow's moving lemma, proved by , states: given algebraic cycles Y, Z on a nonsingular quasi-projective variety X, there is another algebraic cycle Z' which is rationally equivalent to Z on X, such that Y and Z' intersect properly.
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▸ noun: In algebraic geometry, Chow's moving lemma, proved by , states: given algebraic cycles Y, Z on a nonsingular quasi-projective variety X, there is another algebraic cycle Z' which is rationally equivalent to Z on X, such that Y and Z' intersect properly.
▸ Words similar to chow's moving lemma
▸ Usage examples for chow's moving lemma
▸ Idioms related to chow's moving lemma
▸ Wikipedia articles (New!)
▸ Words that often appear near chow's moving lemma
▸ Rhymes of chow's moving lemma
▸ Invented words related to chow's moving lemma