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单词 measure-preserving transformation
释义 measure-preserving transformation
[¦mezh·ǝr pri¦zǝrv·iŋ ´tranz·fǝr`mā·shǝn]
MATHEMATICS
A transformation T of a measure space S into itself such that if E is a measurable subset of S then so is T-1E (the set of points mapped into E by T ) and the measure of T-1E is then equal to that of E.
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