unuran.cont {Runuran} | R Documentation |
Create a new UNU.RAN object for distribution.
[ Deprecated! ]
unuran.cmv(dim=1, pdf=NULL, mode=NULL, center=NULL, ll=NULL, ur=NULL) unuran.cont(cdf=NULL, pdf=NULL, dpdf=NULL, islog=TRUE, mode=NA, center=NA, lb=-Inf, ub=Inf, area=NA) unuran.discr(pv=NULL, pmf=NULL, mode=NA, lb=0, ub=Inf, sum=NA)
dim |
number of dimensions of the distribution. (integer) |
cdf |
cumulative distribution function. (R function) |
pdf |
probability density function. (R function) |
dpdf |
derivative of the pdf . (R function) |
pv |
probability vector. (numeric vector) |
pmf |
probability mass function. (R function) |
ll,ur |
lower left and upper right vertex of a rectangular
domain of the pdf . The domain is only set if both vertices
are not NULL . Otherwise, the domain is unbounded by default.
(numeric vectors) |
lb, ub |
lower and upper bound of domain. (numeric) |
islog |
whether the given cdf and pdf are given
by their logarithms (the dpdf is then the derivative of the
logarithm). (boolean) |
mode |
mode of distribution. (numeric) |
center |
typical point (“center”) of distribution. If
not given the mode is used. (numeric) |
area |
area below pdf ; used for computing normalization
constants if required. (numeric) |
sum |
sum over pv / pmf ; used for computing
normalization constants if required. (numeric) |
Creates an instance of class unuran.distr
.
These functions are deprecated. Use respective functions
unuran.cmv.new
,
unuran.cont.new
, and
unuran.discr.new
.
Josef Leydold and Wolfgang H"ormann unuran@statmath.wu-wien.ac.at.
W. H"ormann, J. Leydold, and G. Derflinger (2004): Automatic Nonuniform Random Variate Generation. Springer-Verlag, Berlin Heidelberg.
unuran.cmv
,
unuran.cont
,
unuran.discr
,
unuran.distr
.