Function reference • DiscreteDists

All functions
`add()`	Sum of One-Dimensional Functions
`DBH()`	The Discrete Burr Hatke family
`dDBH()` `pDBH()` `qDBH()` `rDBH()`	The Discrete Burr Hatke distribution
`dDGEII()` `pDGEII()` `rDGEII()` `qDGEII()`	Discrete generalized exponential distribution - a second type
`dDIKUM()` `pDIKUM()` `rDIKUM()` `qDIKUM()`	The discrete Inverted Kumaraswamy distribution
`dDLD()` `pDLD()` `qDLD()` `rDLD()`	The Discrete Lindley distribution
`dDMOLBE()` `pDMOLBE()` `rDMOLBE()` `qDMOLBE()`	The DMOLBE distribution
`DGEII()`	The DGEII distribution
`dGGEO()` `pGGEO()` `rGGEO()` `qGGEO()`	The GGEO distribution
`dHYPERPO()` `pHYPERPO()` `rHYPERPO()` `qHYPERPO()`	The hyper-Poisson distribution
`dHYPERPO2()` `pHYPERPO2()` `rHYPERPO2()` `qHYPERPO2()`	The hyper-Poisson distribution (with mu as mean)
`dHYPERPO_single()`	Function to obtain the dHYPERPO for a single value x
`dHYPERPO_vec()`	Function to obtain the dHYPERPO for a vector x
`DIKUM()`	The discrete Inverted Kumaraswamy family
`DLD()`	The Discrete Lindley family
`DMOLBE()`	The DMOLBE family
`dPOISXL()` `pPOISXL()` `qPOISXL()` `rPOISXL()`	The Discrete Poisson XLindley
`f11_cpp()`	Function to obtain F11 with C++.
`GGEO()`	The GGEO family
`HYPERPO()`	The hyper Poisson family
`HYPERPO2()`	The hyper Poisson family (with mu as mean)
`mean_var_hp()` `mean_var_hp2()`	Mean and variance for hyper-Poisson distribution
`plot_discrete_cdf()`	Draw the CDF for a discrete random variable
`POISXL()`	The Discrete Poisson XLindley

Reference