dmixt: Probabilty density function of mixture model.

In gendist: Generated Probability Distribution Models

Description

Computes pdf of the mixture model.

Usage

dmixt(x, phi, spec1, arg1, spec2, arg2, log = FALSE)

Arguments

x	scalar or vector of values to compute the pdf.
phi	the value of φ parameter, φ>0.
spec1	a character string specifying the first parent distribution (for example, "lnorm" if the parent distribution corresponds to the lognormal).
arg1	list of arguments/parameters of the first parent distribution.
spec2	a character string specifying the second parent distribution (for example, "exp" if the parent distribution corresponds to the exponential).
arg2	list of arguments/parameters of the second parent distribution.
log	logical; if TRUE, log(pdf) are returned.

Details

The pdf of mixture model with parameter phi has a general form of:

f(x) = \frac{1}{1+φ} ≤ft( g_{1}(x) + φ g_{2}(x)\right)

where x follows the support of parent distributions, φ is the weight component and g_{i}(x) for i=1,2 are the pdfs of first and second parent distributions, respectively.

Value

An object of the same length as x, giving the pdf values computed at x.

Author(s)

Shaiful Anuar Abu Bakar

References

Abu Bakar, S. A., Nadarajah, S., Adzhar, Z. A. A. K., & Mohamed, I. (2016). gendist: An R package for generated probability distribution models. PloS one, 11(6).
Pearson, K. (1894). Contributions to the mathematical theory of evolution. Philosophical Transactions of the Royal Society of London. A, 71-110.

Examples

x=runif(10, min=0, max=1)
y=dmixt(x, phi=0.5, spec1="lnorm", arg1=list(meanlog=1,sdlog=2), spec2="exp", 
        arg2=list(rate=2) )

Example output

gendist documentation built on May 2, 2019, 3:34 p.m.