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finite measure相关的网络例句

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与 finite measure 相关的网络例句 [注:此内容来源于网络,仅供参考]

Let m be a finite μ-invariant measure of Q-matrix, as Q is totally stable, consists of a single absorbing state or single-instantaneous state, we prove that exists Q-processes P , in which m be a μ-invariant measure of P , and construct the Q-processes P .

第四章致力于μ不变测度的研究,设m是Q的有限μ不变测度,在Q是全稳定、单瞬时不可和准保守拟Q-矩阵,以及含有吸收态的情形,分别证明了存在Q过程P,使m是P的μ不变测度,并且都具体构造出Q过程。

The concepts of the measure of diversity, the least increment diversity and the finite coefficient of diversity are applied to predict subcellular location of a protein according to the characteristics of statistical results and the properties of the measure of diversity that can reveal total information of system. The proteins subcellular locations are predicted by using of the least increment of diversity with the data standardized transformation. In addition, the formulas for evaluating the performance of the prediction results are given.

针对统计结果的特点和离散量反映系统整体信息的性质,将离散量、离散增量和离散有限系数等概念应用于预测蛋白质的亚细胞定位,对数据作标准化变换后用离散量理论方法预测蛋白质亚细胞定位,最后给出预测结果优劣的评价公式。

In the ordinary axiomatization of probability theory by means of measure theory , the problem is to construct a sigma-algebra of measurable subsets of the space of all functions, and then put a finite measure on it.

在普通公理化的概率论的方式衡量理论,问题是要建设一个六西格玛代数的可衡量的亚空间的所有功能,然后把有限的程度上它。用于这一目的的一个传统使用的方法称为柯尔莫哥洛夫延长。

It was conjectured in [31] that: if Ms ∈ L~1 for any measurable set E of finite measure,then f ∈ L~n.

在文献[31]中他们猜测:如果对任意有限测度集E,M_S∈L~1,那么f∈L~n。

In Chapter 4we make more study about the properties of the multifractal Hausdorff mea-sure.The existence of finite measure subsets and the Frostman theorem areproved in this chapter.

第四章我们进一步讨论重分形Hausdorff测度的性质,证明了关于重分形Hausdorff测度的有限测度子集的存在性及Frostman定理。

It is well-known that for f with compact support in [66] Stein proved that: M G ∈~L~1 for any measurable set E of finite measure if and only if f ∈ L ln~+ L.

当f有紧支集时,关于它的极大函数的可积性Stein在[66]有个著名的结果:对任意有限测度集E,M∈L~1当且仅当f∈Lln~+L。

Dorea advanced kernel estimation p of p ,which is a general density with respect to a σ-finite measure v on.ξ is a σ-field of subsets of ER. Some qualities have been gotten. And it has been proved that those results consist of theories of classical kernel estimation for continual density and further extended theories of disperse kernel estimation.

Y Dorea在2001年提出了关于上的σ-有限测度v的一般密度函数P的核估计几,其中ER,ξ是E的一个σ-域,得到了一些结果,并且验证了所得结论包含经典的连续密度核估计的结论,还进一步延伸了离散分布核估计的结论。

In [1] and [35] Bagby and Gomez independently proved that there are many functions f ∈ L ln~+ L(R~2) such that M_s ∈ L~1 for any measurable set E of finite measure.

在[1]和[35]中他们分别证明了存在许多函数f∈Lln~+L(R~2)使得对任意有限测度集E,M_S∈L~1。

In the second part, we give the definition of Loeb measure space ofσ- finite measure space, discuss its properties; Then the Loeb measure space of image measure has been constructed; Finally, the definition of Loeb counting measure is given, by which, a construction of Lebesgue measure has been given, and discuss some simple properties of Lebesgue measurable and integrable function.

在第二部分里,首先给出σ-有限测度空间的Loeb测度空间的定义,讨论该空间上的一些简单性质;接着讨论了像测度的Loeb测度的构造及其性质;随后定义了L(来源:A14BC论文网www.abclunwen.com)oeb计数测度,并用Loeb计数测度给出Lebesgue测度的一种构造形式,同时讨论了Lebesgue可测和可积函数的一些简单性质。

Because M_S ≤ M~*, if f G L~n, then M_S ∈ L~1 for any measurable set E of finite measure.

因为M_S≤M~*,所以当f∈L~n时对任意有限测度集E,M_S∈L~1。

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This one mode pays close attention to network credence foundation of the businessman very much.

这一模式非常关注商人的网络信用基础。

Cell morphology of bacterial ghost of Pasteurella multocida was observed by scanning electron microscopy and inactivation ratio was estimated by CFU analysi.

扫描电镜观察多杀性巴氏杆菌细菌幽灵和菌落形成单位评价遗传灭活率。

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