词汇 | probability-measure |
释义 | BETA probability measurecollocation in Englishmeanings of probabilityand measureThese words are often used together. Click on the links below to explore the meanings. probability noun[ C or U ] uk /ˌprɒb.əˈbɪl.ə.ti/ us /ˌprɑː.bəˈbɪl.ə.t̬i/ the level of possibility of something happening or ... See more at probability measure noun uk /ˈmeʒ.ər/ us /ˈmeʒ.ɚ/ a way of achieving something, or a method for dealing with ... See more at measure Examples of probability measureprobability measure We give probabilitymeasure extension theorems in this framework. A general probabilitymeasure, interpreted in the reliability context, allows both edge and vertex failures and allows statistical dependence between element failures. Hence, there exists a probabilitymeasure and a utility function representing the agent's preferences. Let be a probabilitymeasure on the phase space. We assume that is a (quasiinvariant) probabilitymeasure. The aperiodicity of ensures that every -invariant probabilitymeasure is atomless, thus (1) (2) and (3) (4). It is clear that is a probabilitymeasure. The convergence that we use is to probabilitymeasure-valued maps. Retaining this approach would allow the random variable f to make distinctions that the probabilitymeasure f does not. Proposition 4.4 enables us to conclude that the hull probabilitymeasure. One often analyzes the 'natural measure', the probabilitymeasure induced by the statistics of a typical trajectory that approaches the attractor. We may and do assume that is a probabilitymeasure. They just imply that there is a probabilitymeasure and that it is unique in some technically welldefined sense. This expansion is useful for representing the expected value of a random variable when the poset is endowed with a probabilitymeasure. Because is an ergodic probabilitymeasure, it suffices to show that almost every fiber is supported on countably many such orbits. These examples are from corpora and from sources on the web. Any opinions in the examples do not represent the opinion of the Cambridge Dictionary editors or of Cambridge University Press or its licensors. |
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