dpc: Plasticizing Component

In PSDistr: Distributions Derived from Normal Distribution

Plasticizing Component

Description

Density, distribution function, quantile function and random generation for the plasticizing component with parameters teta, s2 and c.

Usage

dpc(x, teta, s2, c)

Arguments

x	real argument
teta	position parameter
s2	positive scale parameter
c	shape parameter (c>=1)

Details

Probability density function see formula (2) in the article Cumulative distribution function see formula (4) Quantile functon see formula (9) Random number generator see formula (23)

Value

The function returns the value of the probability density function for the plasticizing component.

Author(s)

Piotr Sulewski, [e-mail], Pomeranian UNiwersity in Slupsk.

References

Sulewski, P. (2020). Normal Distribution with Plasticizing Component, Communications in Statistics ? Theory and Method 51(11), 3806-3835.

Examples

dpc(0,1,2,2)
ppc(0,1,2,2)
qpc(0.5,1,2,2)
rpc(10,1,2,2)

PSDistr documentation built on Sept. 13, 2023, 5:07 p.m.