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1 ribution associated with peak matches into a multinomial distribution.
2 ations to the pattern expected from a random multinomial distribution.
3 ations to the pattern expected from a random multinomial distribution.
4 the inadequacy of the very popular Dirichlet-multinomial distribution.
6 hat K-means cluster sizes generally follow a multinomial distribution and the failure probability of
7 quence read counts by a mixture of Dirichlet-multinomial distributions and explicitly accounts for ce
9 ompound using Monte Carlo simulation via the multinomial distribution, and calculates the isotopic en
11 ther, all four are better fitted by zero-sum multinomial distributions, characteristic of Hubbell's n
12 arity quantification method based on product multinomial distributions, demonstrate its ability to id
19 --using a heuristic algorithm, which matches multinomial distributions of distinct viral variants ove
20 f internal categories, each characterized by multinomial distributions over words (in abstracts) and
21 depth for all data as a mixture of Dirichlet-multinomial distributions, resulting in significant impr
22 framework region and CDR codons coupled with multinomial distribution studies found no substantial ev
23 this work, we provide a method based on the multinomial distribution that identifies signals of disp
25 ted with any observed sample, against a null multinomial distribution, using the likelihood-ratio sta
27 new regression model combining the Dirichlet-multinomial distribution with recursive partitioning pro
28 within a community should follow a zero-sum multinomial distribution (ZSM), but this has not, so far