calc_phiD {SLSEdesign} | R Documentation |
Calculate the loss function of the D-optimal design
Description
Calculate the loss function of the D-optimal design
Usage
calc_phiD(design, theta, FUN, tt, A)
Arguments
design |
The resulted design that contains the design points and the associated weights |
theta |
The parameter value of the model |
FUN |
The function to calculate the derivative of the given model. |
tt |
The level of skewness |
A |
The calculated covariance matrix |
Details
This function calculates the loss function of the design problem under the D-optimality. The loss function under D-optimality is defined as the log determinant of the inverse of the Fisher information matrix
Value
The loss of the model at each design points
Examples
my_design <- data.frame(location = c(0, 180), weight = c(1/2, 1/2))
theta <- c(0.05, 0.5)
peleg <- function(xi, theta){
deno <- (theta[1] + xi * theta[2])^2
rbind(-xi/deno, -xi^2/deno)
}
A <- matrix(c(1, 0, 0, 0, 0.2116, 1.3116, 0, 1.3116, 15.462521), byrow = TRUE, ncol = 3)
res <- calc_phiA(my_design, theta, peleg, 0, A)
res
[Package SLSEdesign version 0.0.3 Index]