R: Poisson-Tweedie Exponential Family Models

# Poisson-Tweedie Exponential Family Models

## Documentation for package ‘poistweedie’ version 1.0.2

- DESCRIPTION file

## Help Pages

densitept1 | The individual probabilities of Y when Y follows a Poisson-Tweedie Distributions
densitept2 | The individual probabilities of Y when Y follows a Poisson-Tweedie Distributions
dpoistweedie | The individual probabilities of Y when Y follows a Poisson-Tweedie Distributions
dpt1 | The individual probabilities of Y when Y follows a Poisson-Tweedie Distributions
dpt1Log | The individual probabilities of Y when Y follows a Poisson-Tweedie Distributions
dpt2 | The individual probabilities of Y when Y follows a Poisson-Tweedie Distributions
dpt2Log | The individual probabilities of Y when Y follows a Poisson-Tweedie Distributions
dptp | The individual probabilities of Y when Y follows a Poisson-Tweedie Distributions
dptpLog | The individual probabilities of Y when Y follows a Poisson-Tweedie Distributions
gam1.1 | The individual probabilities of Y when Y follows a Poisson-Tweedie Distributions
gam1.2 | The individual probabilities of Y when Y follows a Poisson-Tweedie Distributions
imfx0 | The individual probabilities of Y when Y follows a Poisson-Tweedie Distributions
moyennePT | The individual probabilities of Y when Y follows a Poisson-Tweedie Distributions
nbinomiale | Poisson-Tweedie (Some discrete exponential dispersion models)
omega | The individual probabilities of Y when Y follows a Poisson-Tweedie Distributions
poisson | Poisson-Tweedie (Some discrete exponential dispersion models)
poistweedie | Poisson-Tweedie (Some discrete exponential dispersion models)
ppoistweedie | Distribution function for the Poisson-Tweedie family
qpoistweedie | Quantile function for the Poisson-Tweedie family of distributions
rpoistweedie | Random generation for the Poisson-Tweedie family of distributions
testOmegaPT | The individual probabilities of Y when Y follows a Poisson-Tweedie Distributions
varpt | variance for the Poisson-Tweedie family of distributions