pBED: Joint CDF of the bivariate exponential distribution (BED)...

In MDBED: Moran-Downton Bivariate Exponential Distribution

Description

Given the values of the parameters, this function provides the value of the joint CDF of the BED for a positive pair or pairs (x,y). The required inputs are the correlation coefficient, the scale parameters of the marginal distributions, and the pair/s (x,y).

Usage

pBED(rho,Betax,Betay,x,y)

Arguments

rho	Correlation coefficient between the marginal distributions of x and y.
Betax	Scale parameter of the marginal distribution of x.
Betay	Scale parameter of the marginal distribution of y.
x	A value or set of values (vector) of the marginal distribution of x. It must be the same size of y.
y	A value or set of values (vector) of the marginal distribution of y. It must be the same size of x.

Details

The values of the joint density function are computed based on Eq.10.54 described in \insertCiteBalakrishna2009;textualMDBED.

Value

The value of the joint CDF of the pair/s (x,y).

Author(s)

Luis F. Duque <[e-mail]> <[e-mail]>

References

\insertAllCited

Examples

pBED(rho=0.85,Betax=1,Betay=1, x=0.6,y=0.8)

MDBED documentation built on Feb. 22, 2020, 1:11 a.m.