Bayesian Probability

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Bayesian Probability

A revision of a previous probability based on new information. In Bayesian analysis, one makes mathematical assumptions about unavailable information. As that information is gathered and disseminated, the Bayesian probability corrects or replaces the assumptions and alters its results accordingly.
References in periodicals archive ?
This study also suggested the Baysian method using a Gibbs sampler for testing epistatic effects among limited number (up to 4) of loci.
Equation (2) in the form of TAR mad M-TAR has been estimated with lag-lengths of 2 and 4 based on the Akaike Information criterion (AIC) and the Schwarz Baysian criterion (SBC).
A version of Baysian network also forms the basis for modern methods of causal and counterfactual inferences.
They analyze optimal policy under three assumed behaviors of the policymakers: (i) no learning; (ii) Baysian optimal policy, under which the policymaker engages in some policy experimentation to obtain information on the probability distribution of the model parameters; and (iii) adaptive optimal policy, under which it is assumed that the policymaker updates information on the probability distributions of the parameters each period but will not learn in the future from observations.
Ecdysozoan phylogeny and Baysian inference: first use of nearly complete 28S and 18S rRNA gene sequences to classify arthropods and their kin.
Because HLM uses the general Baysian linear model (Lindely and Smith, 1972), using the information of higher levels or groups to estimate the regression parameters in lower levels or individuals can induce better estimates (Vancouver et al.
Anderson, 2003: Climatological analysis of tornado report counts using a Hierarchical Baysian Spatio-Temporal Model.
For this analysis we used order of VAR as 24 months, which is chosen on the basis of the white noise property of error term and standard lag selection criteria such as Akiake Information Criteria (CIA) and Schwartz Baysian Criteria (SBC).
In statistics a Baysian perspective recognizes probability as a subjective opinion where repeated trials are not possible as in most real world historical situations.