statmod-package | R Documentation |
This package includes a variety of functions for numerical analysis and statistical modelling. The functions are briefly summarized by type of application below.
The function tweedie
defines a large class of generalized linear model families with power variance functions.
It used in conjunction with the glm function, and widens the class of families that can be fitted.
qresiduals
implements randomized quantile residuals for generalized linear models.
The functions
canonic.digamma
,
unitdeviance.digamma
,
varfun.digamma
,
cumulant.digamma
,
d2cumulant.digamma
,
meanval.digamma
and logmdigamma
are used to fit double-generalized models, in which a link-linear model is fitted to the dispersion as well as to the mean.
Spefically they are used to fit the dispersion submodel associated with a gamma glm.
compareGrowthCurves
,
compareTwoGrowthCurves
and
meanT
are functions to test for differences between growth curves with repeated measurements on subjects.
The limdil
function is used in the analysis of stem cell frequencies.
It implements limiting dilution analysis using complemenary log-log binomial generalized linear model regression, with some improvements on previous programs.
The functions
qinvgauss
,
dinvgauss
,
pinvgauss
and
rinvgauss
provide probability calculations for the inverse Gaussian distribution.
gauss.quad
and
gauss.quad.prob
compute Gaussian Quadrature with probability distributions.
hommel.test
performs Hommel's multiple comparison tests.
power.fisher.test
computes the power of Fisher's Exact Test for comparing proportions.
sage.test
is a fast approximation to Fisher's exact test for each tag for comparing two Serial Analysis of Gene Expression (SAGE) libraries.
permp
computes p-values for permutation tests when the permutations are randomly drawn.
mixedModel2
,
mixedModel2Fit
and
glmgam.fit
fit mixed linear models.
remlscore
and remlscoregamma
fit heteroscedastic and varying dispersion models by REML.
welding
is an example data set.
matvec
and vecmat
facilitate multiplying matrices by vectors.
Gordon Smyth
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