单词 | dominated convergence theorem |
释义 | dominated convergence theorem [`däm·ǝ´nād·ǝd kǝn`vǝr·jǝns ´thir·ǝm] MATHEMATICS If a sequence {fn} of Lebesgue measurable functions converges almost everywhere to f and if the absolute value of each fn is dominated by the same integrable function, then f is integrable andlim ∫ fndm = ∫ fdm. |
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