Package: distr6
Title: The Complete R6 Probability Distributions Interface
Version: 1.6.9
Authors@R: 
    c(person(given = "Raphael",
             family = "Sonabend",
             role = c("aut", "cre"),
             email = "raphaelsonabend@gmail.com",
             comment = c(ORCID = "0000-0001-9225-4654")),
      person(given = "Franz",
             family = "Kiraly",
             role = "aut",
             email = "f.kiraly@ucl.ac.uk"),
      person(given = "Peter",
             family = "Ruckdeschel",
             role = "ctb",
             email = "peter.ruckdeschel@uni-oldenburg.de",
             comment = "Author of distr"),
      person(given = "Matthias",
             family = "Kohl",
             role = "ctb",
             email = "Matthias.Kohl@stamats.de",
             comment = "Author of distr"),
      person(given = "Nurul Ain",
             family = "Toha",
             role = "ctb",
             email = "nurul.toha.15@ucl.ac.uk"),
      person(given = "Shen",
             family = "Chen",
             role = "ctb",
             email = "seanchen9832@icloud.com"),
      person(given = "Jordan",
             family = "Deenichin",
             role = "ctb",
             email = "d.deenichin@gmail.com"),
      person(given = "Chengyang",
             family = "Gao",
             role = "ctb",
             email = "garoc371@gmail.com"),
      person(given = "Chloe Zhaoyuan",
             family = "Gu",
             role = "ctb",
             email = "guzhaoyuan@outlook.com"),
      person(given = "Yunjie",
             family = "He",
             role = "ctb",
             email = "zcakebx@ucl.ac.uk"),
      person(given = "Xiaowen",
             family = "Huang",
             role = "ctb",
             email = "hxw3678@gmail.com"),
      person(given = "Shuhan",
             family = "Liu",
             role = "ctb",
             email = "Shuhan.liu.99@gmail.com"),
      person(given = "Runlong",
             family = "Yu",
             role = "ctb",
             email = "edwinyurl@hotmail.com"),
      person(given = "Chijing",
             family = "Zeng",
             role = "ctb",
             email = "britneyzenguk@gmail.com"),
      person(given = "Qian",
             family = "Zhou",
             role = "ctb",
             email = "zcakqz1@ucl.ac.uk"))
Description: An R6 object oriented distributions package. Unified
    interface for 42 probability distributions and 11 kernels including
    functionality for multiple scientific types. Additionally
    functionality for composite distributions and numerical imputation.
    Design patterns including wrappers and decorators are described in
    Gamma et al. (1994, ISBN:0-201-63361-2). For quick reference of
    probability distributions including d/p/q/r functions and results we
    refer to McLaughlin, M. P. (2001). Additionally Devroye (1986,
    ISBN:0-387-96305-7) for sampling the Dirichlet distribution, Gentle
    (2009) <doi:10.1007/978-0-387-98144-4> for sampling the Multivariate
    Normal distribution and Michael et al. (1976) <doi:10.2307/2683801>
    for sampling the Wald distribution.
License: MIT + file LICENSE
URL: https://alan-turing-institute.github.io/distr6/,
        https://github.com/alan-turing-institute/distr6/
BugReports: https://github.com/alan-turing-institute/distr6/issues
Imports: checkmate, data.table, ooplah, param6 (>= 0.2.4), R6, Rcpp,
        set6 (>= 0.2.3), stats
Suggests: actuar, cubature, extraDistr, GoFKernel, knitr, plotly,
        pracma, R62S3, rmarkdown, testthat
LinkingTo: Rcpp
VignetteBuilder: knitr
Config/testthat/edition: 3
Encoding: UTF-8
RoxygenNote: 7.1.2
SystemRequirements: C++11
Collate: 'helpers.R' 'distr6_globals.R' 'Distribution.R'
        'DistributionDecorator.R'
        'DistributionDecorator_CoreStatistics.R'
        'DistributionDecorator_ExoticStatistics.R'
        'DistributionDecorator_FunctionImputation.R'
        'Distribution_Kernel.R' 'Distribution_SDistribution.R'
        'Kernel_Cosine.R' 'Kernel_Epanechnikov.R' 'Kernel_Logistic.R'
        'Kernel_Normal.R' 'Kernel_Quartic.R' 'Kernel_Sigmoid.R'
        'Kernel_Silverman.R' 'Kernel_Triangular.R' 'Kernel_Tricube.R'
        'Kernel_Triweight.R' 'Kernel_Uniform.R' 'RcppExports.R'
        'SDistribution_Arcsine.R' 'SDistribution_Bernoulli.R'
        'SDistribution_Beta.R' 'SDistribution_BetaNoncentral.R'
        'SDistribution_Binomial.R' 'SDistribution_Categorical.R'
        'SDistribution_Cauchy.R' 'SDistribution_ChiSquared.R'
        'SDistribution_ChiSquaredNoncentral.R'
        'SDistribution_Degenerate.R' 'SDistribution_Dirichlet.R'
        'SDistribution_DiscreteUniform.R' 'SDistribution_Empirical.R'
        'SDistribution_EmpiricalMultivariate.R'
        'SDistribution_Erlang.R' 'SDistribution_Exponential.R'
        'SDistribution_FDistribution.R'
        'SDistribution_FDistributionNoncentral.R'
        'SDistribution_Frechet.R' 'SDistribution_Gamma.R'
        'SDistribution_Geometric.R' 'SDistribution_Gompertz.R'
        'SDistribution_Gumbel.R' 'SDistribution_Hypergeometric.R'
        'SDistribution_InverseGamma.R' 'SDistribution_Laplace.R'
        'SDistribution_Logarithmic.R' 'SDistribution_Logistic.R'
        'SDistribution_Loglogistic.R' 'SDistribution_Lognormal.R'
        'SDistribution_Matdist.R' 'SDistribution_Multinomial.R'
        'SDistribution_MultivariateNormal.R'
        'SDistribution_NegBinomal.R' 'SDistribution_Normal.R'
        'SDistribution_Pareto.R' 'SDistribution_Poisson.R'
        'SDistribution_Rayleigh.R' 'SDistribution_ShiftedLoglogistic.R'
        'SDistribution_StudentT.R' 'SDistribution_StudentTNoncentral.R'
        'SDistribution_Triangular.R' 'SDistribution_Uniform.R'
        'SDistribution_Wald.R' 'SDistribution_Weibull.R'
        'SDistribution_WeightedDiscrete.R' 'Wrapper.R'
        'Wrapper_Convolution.R' 'Wrapper_HuberizedDistribution.R'
        'Wrapper_MixtureDistribution.R' 'Wrapper_ProductDistribution.R'
        'Wrapper_Scale.R' 'Wrapper_TruncatedDistribution.R'
        'Wrapper_VectorDistribution.R' 'as.Distribution.R'
        'assertions.R' 'c.Distribution.R' 'decomposeMixture.R'
        'decorate.R' 'distr6-deprecated.R' 'distr6-package.R'
        'distr6.news.R' 'distrSimulate.R' 'exkurtosisType.R'
        'generalPNorm.R' 'getParameterSet.R' 'helpers_pdq.R'
        'helpers_wrappers.R' 'isPdqr.R' 'lines_continuous.R'
        'lines_discrete.R' 'lines.R' 'listDecorators.R'
        'listDistributions.R' 'listKernels.R' 'listWrappers.R'
        'makeUniqueDistributions.R' 'measures.R' 'mixMatrix.R'
        'mixturiseVector.R' 'plot_continuous.R' 'plot_discrete.R'
        'plot_distribution.R' 'plot_matdistribution.R'
        'plot_multivariate.R' 'plot_vectordistribution.R' 'qqplot.R'
        'rep.Distribution.R' 'sets.R' 'simulateEmpiricalDistribution.R'
        'skewType.R' 'sugar.R' 'zzz.R'
NeedsCompilation: yes
Packaged: 2022-03-23 20:34:16 UTC; raphaelsonabend
Author: Raphael Sonabend [aut, cre] (<https://orcid.org/0000-0001-9225-4654>),
  Franz Kiraly [aut],
  Peter Ruckdeschel [ctb] (Author of distr),
  Matthias Kohl [ctb] (Author of distr),
  Nurul Ain Toha [ctb],
  Shen Chen [ctb],
  Jordan Deenichin [ctb],
  Chengyang Gao [ctb],
  Chloe Zhaoyuan Gu [ctb],
  Yunjie He [ctb],
  Xiaowen Huang [ctb],
  Shuhan Liu [ctb],
  Runlong Yu [ctb],
  Chijing Zeng [ctb],
  Qian Zhou [ctb]
Maintainer: Raphael Sonabend <raphaelsonabend@gmail.com>
Repository: CRAN
Date/Publication: 2022-03-27 23:50:02 UTC
Built: R 4.0.5; x86_64-w64-mingw32; 2022-04-21 08:41:49 UTC; windows
Archs: i386, x64
