- 更多网络例句与可测函数相关的网络例句 [注：此内容来源于网络，仅供参考]
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In this paper, we treat the composition operators on several analytic function spaces. The study of analytic composition operators links analytic-function theory and operator theory.
本文主要从事解析函数空间上的复合算子的研究而未涉及可测函数空间上的复合算子。
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Properties of measurable functions; approximation by simple functions and by continuous functions; convergence in measure; Egoroff's theorem; Lusin's theorem; Jensen's inequality.
可测函数。可测函数的性质；简单和连续函数逼近；测度收敛；叶果洛夫定理；鲁津定理；詹森不等式
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The monotone class theorem of multiple dimension functional format.This is the generalization from the one dimension monotone class theorem.
给出了多维函数形式的单调类定理，它是一维函数形式单调类定理的推广，也是处理多维可测函数、多维随机过程的有力工具。
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Firstly,on the basis of the generalized fuzzy integral,which is defined by nonnegative measurable functions. Through introducing T-norm operator,we extend the integrand functions to the fuzzy valued function and give the definition of so-called T-fuzzy valued integral.
首先，在针对非负可测函数所定义的广义模糊积分的基础上，通过引入T—模算子，将被积函数推广到取值于模糊数的模糊值函数，给出了所谓的T—模糊值积分定义，获得了这种积分的一些基本性质。
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In this paper,the definition modes of Lebesgue integral of non-negative measurable functions are studied by the way of cutting defining and valued rids,approaching with simple function series.The four definitions of Lebesgue integral of non-negative measurable functions are given.Furthermore,their e- quivalence properties are proved by elementary knowledge.
文献〔1」利用非负可测函数在Ef镇司上积分的极限定义了f在有界可测集E上的L积分；文献[2」利用非负递增简单函数列积分的极限定义了非负可测函数的L积分；文献[3]给出了L积分的一种统一定义；文献〔4一6〕分别证明了测度
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With four continuity of non-additive set function and the relation of four convergences of the measurable function sequence,four forms Lebesgue theorem about measurable closed-valued functions on monotone measure space are discussed,respectively.
在经典测度论中，Lebesgue定理刻画了实值可测函数序列几乎处处收敛和依测度收敛之间的关系。1984~1986年，王震源[9]先后提出了较弱的"自连续"、"零可加"、"伪自连续"、"伪零可加"等重要概念，讨论了模糊测度空间上单值可测函数序列各种收敛之间的关系，推广了经典测度论中著名的Lebesgue定理以及其他定理。
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The concept of the midpoint quasi-convex function is introduced, and some conditions are obtained to ensure that midpoint quasi-convex function is quasi-convex in the measurable function space.
本文提出了中点拟凸函数的概念，在可测函数空间中，给出了中点拟凸函数拟凸的若干个充分条件。
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Aiming at the engineering application of the two-layer fuzzy integration, we established the concepts of "two-layer measurable function on domain" and "two-layer measurable function for the monotone class".
针对二重模糊积分工程实用化，建立了备域上二重可测函数、单调类上二重可测函数的概念。
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These mappings will keep the properties of the measure space and the metric space.
通过可测空间的测度反映出了它的测度空间，证明出可测函数序列度量收敛。
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We prove the convergence theoremof the sequence of fuzzy complex measurable functions.
作为经典复测度的推广，引进模糊复测度和模糊复可测函数等概念，讨论了其性质，证明了模糊复可测函数序列的收敛定理。
- 更多网络解释与可测函数相关的网络解释 [注：此内容来源于网络，仅供参考]
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b measurable function：波莱尔可测函数
b measurability b可测性 | b measurable function 波莱尔可测函数 | babylonian numerals 巴比伦数字
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borel measurable function：波莱尔可测函数
borel lebesgue covering theorem 波莱尔 勒贝格覆盖定理 | borel measurable function 波莱尔可测函数 | borel measure 波莱尔测度
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borel measurable function：博雷尔可测函数
博雷尔集|Borel set | 博雷尔可测函数|Borel measurable function | 博雷尔子群|Borel subgroup
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borel measurable function：波莱尔可测函数,波雷尔可测函数
Borel function 波雷尔函数 | Borel measurable function 波莱尔可测函数,波雷尔可测函数 | Borel set 波莱尔集
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Borel function; Borel measurable function","Borel：[可测]函数
1133,"bordered matrix","升阶矩阵" | 1134,"Borel function; Borel measurable function","Borel[可测]函数" | 1135,"Borel set; Borel measurable set","Borel[可测]集"
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finite measurable function：有限可测函数
finite matrix 有限矩阵 | finite measurable function 有限可测函数 | finite measure 有限测度
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l measurable function：勒贝格可测函数
l integral 勒贝格积分 | l measurable function 勒贝格可测函数 | l null set l零集
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Lebesgue measurable function：勒贝格可测函数
勒贝格可测|Lebesgue measurable | 勒贝格可测函数|Lebesgue measurable function | 勒雷-绍德尔不动点法|fixed point method of Leray and Schauder
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measurable function：可测函数
measurable 可测的 | measurable function 可测函数 | measurable mapping 可测映射
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continuous measurable function：连续可测函数
continuous loading test | 荷固结试验[CL-test] | continuous measurable function | 连续可测函数 | continuous measurement | 连续测量