# Fast Estimation of Subbottin and AEP Distributions (Generalized Error Distribution)

## Documentation for package ‘Rsubbotools’ version 0.0.1

- DESCRIPTION file.
- Package NEWS.

## Help Pages

alaplafit | Fit an Asymmetric Laplace Distribution via maximum likelihood
dalaplace | Returns density from Asymmetric Laplace Distribution
dasubbo | Returns density from the AEP Distribution
dlaplace | Returns density from Laplace Distribution
dpower | Returns density from EP Distribution
dsep | Returns density from Skewed Exponential Power distribution
dsubbo | Returns density from Subbotin Distribution
laplafit | Fit a Laplace Distribution via maximum likelihood
palaplace | Returns CDF from Asymmetric Laplace Distribution
pasubbo | Returns CDF from the AEP Distribution
plaplace | Returns CDF from the Laplace Distribution
ppower | Returns CDF from EP Distribution
psep | Returns CDF from the Skewed Exponential Power distribution
psubbo | Returns CDF from Subbotin Distribution
qalaplace | Returns quantile from Asymmetric Laplace Distribution
qasubbo | Returns CDF from the AEP Distribution
qlaplace | Returns quantile from Laplace Distribution
qpower | Returns quantile from EP Distribution
qsep | Returns quantile from the Skewed Exponential Power distribution
qsubbo | Returns CDF from Subbotin Distribution
ralaplace | Generates an Asymmetric Laplace-distributed sample
rasubbo | Produces a random sample from a Asymmetric Power Exponential distribution
rasubbo_orig | Produces a random sample from a Asymmetric Power Exponential distribution
rgamma_c | Generates a Gamma-distributed sample
rlaplace | Generates a Laplace-distributed sample
rpower | Generates a random sample from a Exponential Power distribution
rsubbo | Produces a random sample from a Subbotin distribution
sepfit | Fit a Skewed Exponential Power density via maximum likelihood
subboafish | Returns the Fisher Information matrix and its inverse for the AEP
subboafit | Fit an Asymmetric Power Exponential density via maximum likelihood
subbofish | Return the Fisher Information Matrix for the Subbotin Distribution
subbofit | Fit a power exponential density via maximum likelihood
subbolafit | Fit a (Less) Asymmetric Power Exponential density via maximum likelihood