Package: DiscreteDists 1.1.2

DiscreteDists: Discrete Statistical Distributions

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.

Authors:Freddy Hernandez-Barajas [aut, cre], Fernando Marmolejo-Ramos [aut], Olga Usuga-Manco [aut], Jamiu Olumoh [aut], Osho Ajayi [aut]

DiscreteDists_1.1.2.tar.gz
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DiscreteDists_1.1.2.tgz(r-4.6-x86_64)DiscreteDists_1.1.2.tgz(r-4.6-arm64)DiscreteDists_1.1.2.tgz(r-4.5-x86_64)DiscreteDists_1.1.2.tgz(r-4.5-arm64)
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DiscreteDists_1.1.2.tgz(r-4.6-emscripten)
manual.pdf |manual.html✨
card.svg |card.png
DiscreteDists/json (API)
NEWS

# Install 'DiscreteDists' in R:
install.packages('DiscreteDists', repos = c('https://fhernanb.r-universe.dev', 'https://cloud.r-project.org'))

Bug tracker:https://github.com/fhernanb/discretedists/issues

Uses libs:
  • c++– GNU Standard C++ Library v3
Datasets:

On CRAN:

Conda:

cpp

3.81 score 220 downloads 123 exports 79 dependencies

Last updated from:616a74a5c6. Checks:11 NOTE, 2 OK. Indexed: yes.

TargetResultTimeFilesSyslog
linux-devel-arm64NOTE166
linux-devel-x86_64NOTE180
source / vignettesOK246
linux-release-arm64NOTE171
linux-release-x86_64NOTE177
macos-release-arm64NOTE146
macos-release-x86_64NOTE395
macos-oldrel-arm64NOTE124
macos-oldrel-x86_64NOTE325
windows-develNOTE154
windows-releaseNOTE185
windows-oldrelNOTE168
wasm-releaseOK165

Exports:addARBerGCOMPOCOMPO2dBerGDBHdCOMPOdCOMPO2dDBHdDGEIIdDIKUMdDLDdDMOLBEdDPERKSdDsPADGEIIdGGEOdHYPERPOdHYPERPO2DIKUMDLDDMOLBEdNPGLdNPGL2DPERKSdPOISXLdPTRTEDsPAestim_mu_DBHestim_mu_DLDestim_mu_POISXLestim_mu_sigma_COMPOestim_mu_sigma_DGEIIestim_mu_sigma_DIKUMestim_mu_sigma_DMOLBEestim_mu_sigma_DPERKSestim_mu_sigma_DsPAestim_mu_sigma_GGEOestim_mu_sigma_HYPERPOestim_mu_sigma_HYPERPO2estim_mu_sigma_NPGLestim_mu_sigma_NPGL_MMestim_mu_sigma_NPGL2estim_mu_sigma_PTRTEF11GGEOHYPERPOHYPERPO2logLik_DBHlogLik_DGEIIlogLik_DIKUMlogLik_DLDlogLik_DMOLBElogLik_DPERKSlogLik_DsPAlogLik_GGEOlogLik_HYPERPOlogLik_HYPERPO2logLik_NPGLlogLik_NPGL2logLik_POISXLmean_var_hpmean_var_hp2NPGLNPGL2obtaining_lambdapBerGpCOMPOpCOMPO2pDBHpDGEIIpDIKUMpDLDpDMOLBEpDPERKSpDsPApGGEOpHYPERPOpHYPERPO2plot_discrete_cdfpNPGLpNPGL2POISXLpPOISXLpPTRTEPTRTEqBerGqCOMPOqCOMPO2qDBHqDGEIIqDIKUMqDLDqDMOLBEqDPERKSqDsPAqGGEOqHYPERPOqHYPERPO2qNPGLqNPGL2qPOISXLqPTRTErBerGrCOMPOrCOMPO2rDBHrDGEIIrDIKUMrDLDrDMOLBErDPERKSrDsPArGGEOrHYPERPOrHYPERPO2rNPGLrNPGL2rPOISXLrPTRTEsimulate_hpstopping

Dependencies:abindAERbackportsbootbroomcarcarDataclicolorspaceCOMPoissonRegCOUNTcowplotcpp11DerivdoBydplyrfarverforecastFormulafracdiffgamlssgamlss.datagamlss.distgenericsggplot2gluegtableisobandlabelinglatticelifecyclelme4lmtestmagrittrMASSMatrixMatrixModelsmgcvmicrobenchmarkminqamodelrmsmenleqslvnlmenloptrnnetnumDerivpbkrtestpillarpkgconfigpracmapurrrquantregR6rbibutilsRColorBrewerRcppRcppArmadilloRcppEigenRdpackreformulasrlangS7sandwichscalesSparseMstringistringrsurvivaltibbletidyrtidyselecttimeDateurcautf8vctrsviridisLitewithrzoo

Readme and manuals

Help Manual

Help pageTopics
Sum of One-Dimensional Functionsadd
The Bernoulli-geometric distributionBerG
The COMPO familyCOMPO
The COMPO2 family (with mu as mean)COMPO2
Bernoulli-geometric distributiondBerG pBerG qBerG rBerG
The Discrete Burr Hatke familyDBH
The COMPO distributiondCOMPO pCOMPO qCOMPO rCOMPO
The COMPO2 distribution (with mu as mean)dCOMPO2 pCOMPO2 qCOMPO2 rCOMPO2
The Discrete Burr Hatke distributiondDBH pDBH qDBH rDBH
Discrete generalized exponential distribution - a second typedDGEII pDGEII qDGEII rDGEII
The discrete Inverted Kumaraswamy distributiondDIKUM pDIKUM qDIKUM rDIKUM
The Discrete Lindley distributiondDLD pDLD qDLD rDLD
The DMOLBE distributiondDMOLBE pDMOLBE qDMOLBE rDMOLBE
The Discrete Perks distributiondDPERKS pDPERKS qDPERKS rDPERKS
The DsPA distributiondDsPA pDsPA qDsPA rDsPA
The DGEII distributionDGEII
The GGEO distributiondGGEO pGGEO qGGEO rGGEO
The hyper-Poisson distributiondHYPERPO pHYPERPO qHYPERPO rHYPERPO
The hyper-Poisson distribution (with mu as mean)dHYPERPO2 pHYPERPO2 qHYPERPO2 rHYPERPO2
The discrete Inverted Kumaraswamy familyDIKUM
The Discrete Lindley familyDLD
The DMOLBE familyDMOLBE
New Poisson-generalised Lindley distributiondNPGL pNPGL qNPGL rNPGL
New Poisson-generalised Lindley distribution (with mu as mean)dNPGL2 pNPGL2 qNPGL2 rNPGL2
The Discrete Perks familyDPERKS
The Discrete Poisson XLindleydPOISXL pPOISXL qPOISXL rPOISXL
The Poisson–transmuted record type exponential distributiondPTRTE pPTRTE qPTRTE rPTRTE
Discrete power-Ailamujia distributionDsPA
estim_mu_sigma_NPGLestim_mu_sigma_NPGL
estim_mu_sigma_NPGL_MMestim_mu_sigma_NPGL_MM
estim_mu_sigma_NPGL2estim_mu_sigma_NPGL2
The GGEO familyGGEO
grazing datasetgrazing
The hyper Poisson familyHYPERPO
The hyper Poisson family (with mu as mean)HYPERPO2
logLik_NPGLlogLik_NPGL
logLik_NPGL2logLik_NPGL2
Mean and variance for hyper-Poisson distributionmean_var_hp mean_var_hp2
New Poisson-generalised Lindley distributionNPGL
Mean-parametrized New Poisson-generalised Lindley distribution (NPGL2)NPGL2
Draw the CDF for a discrete random variableplot_discrete_cdf
The Discrete Poisson XLindleyPOISXL
Poisson-transmuted record type exponential distributionPTRTE