Titlebook: Probabilistic Analysis of Belief Functions; Ivan Kramosil Book 2001 Springer Science+Business Media New York 2001 Mathematica.Random varia

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虛情假意

FLAIL

Elementary Properties of Belief Functions, . and obey the usual combinatoric definitions. The properties of belief functions concerning their possible combinations and actualizations will be investigated in the next chapter dealing with the Dempster combination rule.

commonsense

Nonspecificity Degrees of Basic Probability Assignments, of the BPA inverse to the original one with respect to the Dempster combination rule, even if we know that such an inverse BPA cannot be defined up to the most trivial case of the vacuous BPA . (. (.) = 1). Analogous properties of the combination rule dual to the Dempster one will be also briefly investigated.

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https://doi.org/10.1007/978-1-4615-0587-7Mathematica; Random variable; measure theory; probability; probability theory; uncertainty

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