Discrete Statistical Distributions
Sum of One-Dimensional Functions
Auxiliar function for hyper Poisson
The Discrete Burr Hatke family
The Discrete Burr Hatke distribution
Discrete generalized exponential distribution - a second type
The discrete Inverted Kumaraswamy distribution
The Discrete Lindley distribution
The DMOLBE distribution
The DGEII distribution
The GGEO distribution
Function to obtain the dHYPERPO for a single value x
Function to obtain the dHYPERPO for a vector x
The hyper-Poisson distribution
The hyper-Poisson distribution (with mu as mean)
The discrete Inverted Kumaraswamy family
The Discrete Lindley family
The DMOLBE family
The Discrete Poisson XLindley
Initial values for Discrete Burr Hatke
Initial values for Discrete Lindley
Initial values for discrete Poisson XLindley distribution
Initial values for DGEII
Initial values for discrete Inverted Kumaraswamy
Initial values for DMOLBE
Initial values for GGEO
Initial values for hyper Poisson
Initial values for hyper Poisson in second parameterization
Function to obtain F11 with C++.
Auxiliar function for hyper Poisson
The GGEO family
The hyper Poisson family
The hyper Poisson family (with mu as mean)
logLik function for Discrete Burr Hatke
logLik function for DGEII
logLik function for discrete Inverted Kumaraswamy
logLik function for Discrete Lindley distribution
logLik function for DMOLBE
logLik function for GGEO
logLik function for hyper Poisson
logLik function for hyper Poisson in second parameterization
logLik function for Poisson XLindley distribution
Mean and variance for hyper-Poisson distribution
Auxiliar function to obtain lambda from E(X)
Draw the CDF for a discrete random variable
The Discrete Poisson XLindley
The simulate_hp
Auxiliar function for F11
Implementation of new discrete statistical distributions. Each distribution includes the traditional functions as well as an additional function called the family function, which can be used to estimate parameters within the 'gamlss' framework.
Useful links