| bberdev {benchden} | R Documentation |
Names and points of nonsmoothness for the 28 distributions from Berlinet/Devroye (1994).
bberdev(dnum = 1) nberdev(dnum = 1)
dnum |
number of distribution as in Berlinet/Devroye (1994), Section 3.2. |
These functions implement the 28 distributions from Berlinet and Devroye (1994), Section 3.2, which are:
dnum == 1 "uniform" on [0,1] as in stats-package
dnum == 2 "exponential" as in stats-package
dnum == 3 "Maxwell"
dnum == 4 "double exponential"
dnum == 5 "logistic" as in stats-package
dnum == 6 "Cauchy" as in stats-package
dnum == 7 "extreme value"
dnum == 8 "infinite peak"
dnum == 9 "Pareto"
dnum == 10 "symmetric Pareto"
dnum == 11 "normal" as in stats-package
dnum == 12 "lognormal"
dnum == 13 "uniform scale mixture"
dnum == 14 "Matterhorn"
dnum == 15 "logarithmic peak"
dnum == 16 "isosceles triangle"
dnum == 17 "beta 2,2" as in stats-package
dnum == 18 "chi-square 1" as in stats-package
dnum == 19 "normal cubed"
dnum == 20 "inverse exponential"
dnum == 21 "Marronite"
dnum == 22 "skewed bimodal"
dnum == 23 "claw"
dnum == 24 "smooth comb"
dnum == 25 "caliper"
dnum == 26 "trimodal uniform"
dnum == 27 "sawtooth"
dnum == 28 "bilogarithmic peak"
nberdev |
gives the name of the distribution (the same as name in berdev). |
bberdev |
Since evaluation of loss functions
in nonparametric density estimation often requires numerical
integration, bberdev returns a vector of points you should
generally take care not to integrate over, e.g. points where
the density is not continous or not differentiable
(gives the same as breaks in berdev). |
Thoralf Mildenberger, Henrike Weinert and Sebastian Tiemeyer
A. Berlinet and L. Devroye, "A comparison of kernel density estimates," Publications de l'Institut de Statistique de l'Universite de Paris, vol. 38(3), pp. 3-59, 1994. http://cg.scs.carleton.ca/~luc/devs.html
# name of "Claw"-distribution nberdev(dnum=23)