概率空间是概率论的基础。概率的严格定义基于这个概念。 概率空间(Ω, F, P)是一个总测度为1的测度空间(即P(Ω)=1)。
定义5若测度空间<Q,羁口)满足P(f1)一1,则称该测 度空间为概率空间(probability space),称P为(Q,舅>上的概 率测度,简称概率。
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...概率空间 [gap=662]ctation; g-normal distribution; sublinear expectation space; viscosity solution; classical probability theory space ...
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That is, if chance spacedegenerates to a credibility space, then the chance measure degenerates to the credi-bility measure, and if chance space degenerates to a probability space, then the chancemeasure degenerates to the corresponding probability measure.
即当机会空间退化为可信性空间时,机会测度退化为可信性测度,同时当机会空间退化为概率空间时,机会测度相应的退化为概率测度。
参考来源 - 机会测度及其应用·2,447,543篇论文数据,部分数据来源于NoteExpress
在这种情况下,概率空间的概念必须扩展。
In this case, the concept of the probability space has to be extended.
本文首先在有限概率空间中,运用经典的最值定理得到了勒让得变换;
We first consider the classical case where the underlying probability space is finite.
利用模糊距离概念,将底事件结构重要度概念从概率空间推广到模糊集中,得到模糊距离重要度。
The importance of fuzzy distance can be obtained by extending the concept of structural importance of bottom event from probability space to fuzzy set, in the light of the concept of fuzzy distance.
Probability density of finding an electron within that molecule in some given volume.
在分子内某空间找到,一个电子的概率密度。
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