call_dpoilog

A vector c(n, mu, sigma), where n is the number of observed counts, mu the mean of the Log-Normal distribution and sigma its variance.


Calculate density of the Poisson-Log-Normal distribution.


Genome segmentation with hidden Markov models has become a useful tool to annotate genomic elements, such as promoters and enhancers. STAN (genomic STate ANnotation) implements (bidirectional) hidden Markov models (HMMs) using a variety of different probability distributions, which can model a wide range of current genomic data (e.g. continuous, discrete, binary). STAN de novo learns and annotates the genome into a given number of 'genomic states'. The 'genomic states' may for instance reflect distinct genome-associated protein complexes (e.g. 'transcription states') or describe recurring patterns of chromatin features (referred to as 'chromatin states'). Unlike other tools, STAN also allows for the integration of strand-specific (e.g. RNA)  and non-strand-specific data (e.g. ChIP).

call_dpoilog: Calculate density of the Poisson-Log-Normal distribution.

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