1) Lebesgue spectrum
Lebesgue谱
2) 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。
3) 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。
4) Lebesgue measure
Lebesgue测度
1.
And quiet a lot of these points exist from the perspective of the Lebesgue measure.
并且从Lebesgue测度的角度看,这样的点还相当多。
2.
Proved that this kind of open domain does not carry a nontrivial doubling measure, Also constructed a bounded closed Jordan domainΩon R~2,on which the limit of Lebesgue measure is not a doubling measure.
通过直线上的一类胖Cantor集构造了[0,1]~2上的一类开域,使得在这类开域上不存在加倍测度,并且构造一个R~2上的有界若当闭域Ω,使得Lebesgue测度L在其上的限制不是加倍测度。
3.
This article is dealing with the problem of the subject context analyzing for Real Variable Function Theory,including Lebesgue measure,integral theory, the developing clue of the problem, the main idea, the main methods of skill, the whole construction, etc .
包括:Lebesgue测度与积分理论产生以及展开的问题线索、主要想法、主要技术处理手段、整体结构等问题。
5) Lebesgue constant
Lebesgue常数
1.
The estimation of the Lagrange interpolation basic polynomial on the second Chebyshev nodes and the range of the Lebesgue constant are given.
基于第二类Chebyshev结点组上给出了Lagrange插值基本多项式的估计,给出了Lebesgue常数的一个范围,得到了第二类Chebyshev结点组是一类比较好的结点组。
6) Lebesgue integral
Lebesgue积分
1.
Lebesgue integral and its usage in probability;
Lebesgue积分在概率中的应用
2.
The relation of Lebesgue integral and generalized integral;
Lebesgue积分与广义积分的关系
3.
The equivalent definitions of Lebesgue integral;
Lebesgue积分的等价定义
补充资料：《佩文斋广群芳谱·药谱》
《佩文斋广群芳谱·药谱》 《佩文斋广群芳谱·药谱》 药学著作。又名《广群芳谱·药谱》。八卷。清·刘灏著。刊于1708年。本书为《佩文斋广群芳谱》卷九十三-一百，共收药物720余种，系在《二如亭群芳谱·药谱》的基础上增补而成。每种药物标记的“原”字下，均为《群芳谱》原文，“增”字下，为新增加的内容，特别是新增的“汇考”及“集藻”二项，补充各种文史资料尤为丰富。此外还新增补了一些新药。但却删去了原书中种植、修治、服食、疗治等内容。现存三种清刻本，及商务印局馆铅印本。
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参考词条