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An Improved Approach for Generation of a Basic Probability Assignment in the Evidence Theory Based on Gaussian Distribution

Arabian Journal for Science and Engineering, 2021
Dempster–Shafer evidence theory (D-S theory) is a commonly used reasoning method for uncertain information. Generating the basic probability assignment (BPA) functions is the first step of applying D-S theory in practical engineering. The quality of generated BPA will have a direct impact on the result of evidence fusion and final decision-making ...
Shuning Wang, Yongchuan Tang
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Use of the generalized Lommel–Wright function in a unified presentation of the Gamma-type functions occurring in diffraction theory and associated probability distributions

Integral Transforms and Special Functions, 2006
Motivated essentially by their importance and usefulness in diffraction theory and probability distributions, several interesting generalizations of the Gamma-type functions were investigated extensively in recent years. In this sequel, to these earlier investigations on the subject, the authors present a systematic study of a unification and ...
Ana Isolina Prieto   +2 more
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A random matrix/transition state theory for the probability distribution of state-specific unimolecular decay rates: Generalization to include total angular momentum conservation and other dynamical symmetries

The Journal of Chemical Physics, 1993
A previously developed random matrix/transition state theory (RM/TST) model for the probability distribution of state-specific unimolecular decay rates has been generalized to incorporate total angular momentum conservation and other dynamical symmetries.
Rigoberto Hernandez   +3 more
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Conditional expectations, conditional distributions, anda posteriori ensembles in generalized probability theory

International Journal of Theoretical Physics, 1988
zbMATH Open Web Interface contents unavailable due to conflicting licenses.
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A Bayesian statistical theory of the phase problem. I. A multichannel maximum-entropy formalism for constructing generalized joint probability distributions of structure factors

Acta Crystallographica Section A Foundations of Crystallography, 1988
In this first of three papers on a full Bayesian theory of crystal structure determination, it is shown that all currently used sources of phase information can be represented and combined through a universal expression for the joint probability distribution of structure factors.
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