fmax {drugdevelopR} | R Documentation |
Density for the maximum of two normally distributed random variables
Description
The function fmax()
will return the value of f(z), which is the value of the density function of the
maximum of two normally distributed random variables.
Usage
fmax(z, mu1, mu2, sigma1, sigma2, rho)
Arguments
z |
integral variable |
mu1 |
mean of second endpoint |
mu2 |
mean of first endpoint |
sigma1 |
standard deviation of first endpoint |
sigma2 |
standard deviation of second endpoint |
rho |
correlation between the two endpoints |
Details
Z = max(X,Y) with X ~ N(mu1,sigma1^2), Y ~ N(mu2,sigma2^2)
f(z)=f1(-z)+f2(-z)
Value
The function fmax()
will return the value of f(z), which is the value of the density function of the
maximum of two normally distributed random variables.
[Package drugdevelopR version 1.0.2 Index]