| 单词 | lebesgue integral |
| 释义 | > as lemmasLebesgue integral Lebesgue integral n. a definite integral of a bounded measurable function defined in a particular way, namely, that obtained by subdividing the range of the function, multiplying the lower (or upper) bound of each subdivision by the measure of its inverse image under the function, summing the products so obtained, and taking the limit of the sum as the width of the subdivisions tends to zero; an analogous integral of an unbounded function.extracted from Lebesguen.< as lemmas |
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