1) Lebesgue case
Lebesgue情形
2) Choquet Integral Defined by Lebesgue-Stieltjes Integral
Lebesgue-Stieltjes形式的Choquet积分
1.
Choquet Integral Defined by Lebesgue-Stieltjes Integral;
Lebesgue-Stieltjes形式的Choquet积分
2.
Choquet Integral Defined by Lebesgue-Stieltjes Integral Ⅱ
Lebesgue-Stieltjes形式的Choquet积分Ⅱ
3.
This paper researches a new integral, that is, Choquet integral defined by Lebesgue-Stieltjes integral, and sevaral important structual properties of monotone set-valued function defined by set-valued integral about the original monotone set function are discussed.
本文主要研究了一种新的积分，即：Lebesgue-Stieltjes形式的Choquet积分，以及由集值积分定义的单调集值集函数关于原单调函数的几种重要的结构特性的遗传性质。
3) Lebesgue spectrum
Lebesgue谱
4) Lebesgue point
Lebesgue点
1.
In the case of n is even, this paper proves the existence of the rare sequence {nk} suchthat the summability takes place at each Lebesgue point satisfying some antipole conditions (see [1-8]).
本文就n是偶数的情形证明了,使得1/N∑_(k=1)~Nσ_(n_k)~λ(f)(x)→f(x),N→∞,在每个满足一定对极条件的Lebesgue点成立的具有一定“缺项程度”的数列{n_k}的存在性。
2.
In this paper, we give a brief poot of absotutely Henstock integ rable is Lebesgue integrable,next we use Lebesgue point to structure the gauge δ and proved that absolutely Henstock integrable is Mcshane integrable.
首先给出绝对Henstock可积一定Lebesgue可积的简短证明，然后利用Lebesgue点构选δ（x）函数证明绝对Henstock可积是Mcshane可积的。
5) Lebesgue number
Lebesgue数
1.
A subset D of R is called to have property L, if there is a Lebesgue number for every family of open interval covering D.
R的子集D称为具有性质L,如果任一覆盖D的开区间族有Lebesgue数。
6) situation
[英][,sɪtʃu'eɪʃn] [美]['sɪtʃu'eʃən]
情形
1.
They hold different views on language units and meaning realization,among which the general principle is that clauses realize situations while nominal groups realize things.
语言单位及体现形式的一般规则是:小句体现情形,而名词词组体现事物。
补充资料：情形
情况；事情的样子：真实情形｜一见这情形，他呆住了。
说明：补充资料仅用于学习参考，请勿用于其它任何用途。
参考词条