Sentence examples for likelihood to build from inspiring English sources

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One potential solution is sequential Monte Carlo methods (L iu 2001), which take advantage of the independence structure of the likelihood to build up a full posterior distribution by sequential analysis of the loci (D e F inetti 1974).

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MCMC is sometimes simply described as a random walk in parameter space: parameter values are randomly varied and the likelihood estimated to build up a (posterior) distribution from which point estimates (the mean or median) and credible intervals (the appropriate quantiles) are derived.

Phylogenetic trees were generated using PHYML [ 12], which uses maximum likelihood method to build phylogenetic tree.

A similar topology was observed using two other methods (Bayesian and maximum likelihood methods) to build the tree.

Briefly, maximum parsimony attempts to minimize the number of independent mutation events, while maximum likelihood attempts to build the most likely tree given a specific nucleotide substitution matrix.

Early attempts involved pooling genotype information from several segregating populations, and then relying on conventional mapping algorithms (e.g., log-likelihood statistic) to build a single composite map [ 44, 45].

After eliminating highly correlated dietary and exercise variables, we performed backward model selection using likelihood ratio tests to build fully adjusted models including potential confounders that were statistically significant predictors of the outcome (p < 0.05).

We use the classical generalized likelihood ratio test (GLRT) to build the algorithms.

These are probably the most valuable because if we've backed one group of people and believe in their vision, work ethic, likelihood of success, ability to build a team and company, then we will very likely also value their judgement in other entrepreneurs and operators.

Four standard statistical algorithms were applied to the individual clusters (or subsets) generated from the hierarchical clustering or expert knowledge-driven functional annotation to build likelihood probability models: linear discriminant analysis [ 34], fuzzy k-nearest neighbor [ 35], multinomial logistic regression [ 36], and Naïve Bayes [ 37].

Furthermore, an elaboration likelihood model (ELM) was used to build hypotheses about how the online shopping behavior of consumers is affected by OREMs based on the proposed causal map.

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