distr (version 2.6)

Math-methods: Methods for Functions from group `Math' in Package `distr'

Description

Math-methods provide automatical generation of image distributions for random variables transformed by functions from group Math

Arguments

Methods

Math
signature(x = "AbscontDistribution"): application of a mathematical function from group Math, e.g. sin or exp (including log, log10, gamma, lgamma, digamma), to this absolutely continouos distribution
Math
signature(x = "DiscreteDistribution"): application of a mathematical function, e.g. sin or exp (including log, log10, gamma, lgamma, digamma), to this discrete distribution
Math
signature(x = "UnivarLebDecDistribution"): application of a mathematical function from group Math, e.g. sin or exp (including log, log10, gamma, lgamma), to this Lebesgue decomposed distribution
Math
signature(x = "UnivarLebDecDistribution"): application of a mathematical function from group Math, e.g. sin or exp (including log, log10, gamma, lgamma), to this distribution of class "AcDcLcDistribution"
abs
signature(x = "AbscontDistribution"): application of function abs to this absolutely continouos distribution; (exactly)
abs
signature(x = "DiscreteDistribution"): application of function abs to this discrete distribution; (exactly)
sign
signature(x = "AbscontDistribution"): application of function abs to this absolutely continouos distribution; (exactly)
sign
signature(x = "DiscreteDistribution"): application of function abs to this discrete continouos distribution; (exactly)
exp
signature(x = "AbscontDistribution"): application of function exp to this absolutely continouos distribution; (exactly)
exp
signature(x = "DiscreteDistribution"): application of function exp to this discrete distribution; (exactly)
log
signature(x = "AbscontDistribution"): application of function log to this absolutely continouos distribution; (exactly for R-version >2.5.1)
log
signature(x = "DiscreteDistribution"): application of function log to this discrete distribution; (exactly for R-version >2.5.1)