单词 | convergence in measure |
释义 | convergence in measure [kǝn`vǝr·jǝns in `mezh·ǝr] MATHEMATICS A sequence of functions fn(x ) converges in measure to f (x ) if given any ∊ > 0, the measure of the set of points at which |fn(x ) - f (x )| > ∊ is less than ∊, provided n is sufficiently large. |
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