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FastST: an efficient tool for inferring decomposition and directionality of microbial communities. [PDF]
Choi JM, Wu X, Zhang L.
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Early autism detection: a review of emerging technologies, biomarkers, and explainable AI approaches. [PDF]
Agrawal R, Agrawal R.
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A Generalized Bayes Rule for Prediction
Scandinavian Journal of Statistics, 1999In the case of prior knowledge about the unknown parameter, the Bayesian predictive density coincides with the Bayes estimator for the true density in the sense of the Kullback‐Leibler divergence, but this is no longer true if we consider another loss function.
CORCUERA J. M, GIUMMOLE', Federica
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Bayes classification rule for the general discrete case
Pattern Recognition, 1986In this paper we consider discriminant functions based on Bayes classification rule for the general discrete case. The general form of discrete distribution is given. We prove that the application of Bayes classification rule gives the discriminant functions which are polynomials.
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A general bayes rule and its application to nonlinear estimation
Information Sciences, 1975Abstract This paper consists of two main results, a general Bayes rule, and a general Bucy representation theorem. The general Bayes rule is a natural generalization of the elementary Bayes rule: P(A B) P(A) = P(B A) P(B) . The general Bucy representation theorem plays a central role in nonlinear estimation theory as does the Bucy ...
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Generalizing the standard product rule of probability theory and Bayes's Theorem
Journal of Econometrics, 2007zbMATH Open Web Interface contents unavailable due to conflicting licenses.
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Quasi-Bayesian Analysis Using Imprecise Probability Assessments And The Generalized Bayes’ Rule
Theory and Decision, 2005zbMATH Open Web Interface contents unavailable due to conflicting licenses.
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Volume 1A: 34th Computers and Information in Engineering Conference, 2014
Reliable simulation protocols supporting integrated computational materials engineering requires uncertainty to be quantified. In general, two types of uncertainties are recognized. Aleatory uncertainty is inherent randomness, whereas epistemic uncertainty is due to lack of knowledge.
Aaron E. Tallman +3 more
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Reliable simulation protocols supporting integrated computational materials engineering requires uncertainty to be quantified. In general, two types of uncertainties are recognized. Aleatory uncertainty is inherent randomness, whereas epistemic uncertainty is due to lack of knowledge.
Aaron E. Tallman +3 more
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2013
Reliable simulation protocols supporting integrated computational materials engineering (ICME) requires uncertainty to be quantified. In general, two types of uncertainties are recognized. Aleatory uncertainty is inherent randomness, whereas epistemic uncertainty is due to lack of knowledge.
Yan Wang +2 more
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Reliable simulation protocols supporting integrated computational materials engineering (ICME) requires uncertainty to be quantified. In general, two types of uncertainties are recognized. Aleatory uncertainty is inherent randomness, whereas epistemic uncertainty is due to lack of knowledge.
Yan Wang +2 more
openaire +1 more source

