An efficient algorithm for accurate computation of the Dirichlet-multinomial log-likelihood function.

ABSTRACT: The Dirichlet-multinomial (DMN) distribution is a fundamental model for multicategory count data with overdispersion. This distribution has many uses in bioinformatics including applications to metagenomics data, transctriptomics and alternative splicing. The DMN distribution reduces to the multinomial distribution when the overdispersion parameter ψ is 0. Unfortunately, numerical computation of the DMN log-likelihood function by conventional methods results in instability in the neighborhood of [Formula: see text]. An alternative formulation circumvents this instability, but it leads to long runtimes that make it impractical for large count data common in bioinformatics. We have developed a new method for computation of the DMN log-likelihood to solve the instability problem without incur

SUBMITTER: Yu P 

PROVIDER: S-EPMC4081639 | biostudies-literature | 2014 Jun

REPOSITORIES: biostudies-literature