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# Copyright (C) 2017 Markus Baaske. All Rights Reserved.
# This code is published under the L-GPL.
#
# File: test_quasiDeviance.R
# Date: 27/07/2017
# Author: Markus Baaske
#
# Testing quasi-deviance return values
# Shows how quasi-score, quasi-deviance, variances are computed
library(qle)
data(normal)
# type of variance matrix interpolation
qsd$var.type <- "const"
Sigma <- diag(1,2)
# design, statistics, predictions
x0 <- c("mu"=2,"sigma"=1)
Xs <- as.matrix(qsd$qldata[c(1,2)])
Tstat <- qsd$qldata[c(3,4)]
pred <- estim(qsd$covT,x0,Xs,Tstat,krig.type="var")[[1]]
# compute quasi-deviance with use of kriging variances
X <- rbind(x0,x0+c(0.1,0.2),x0+c(1,1))
quasiDeviance(X,qsd,Sigma,value.only=2,verbose=TRUE)
quasiDeviance(X,qsd,Sigma,value.only=3,verbose=TRUE)
D <- quasiDeviance(X,qsd,Sigma=Sigma,verbose=TRUE)
# both are the same as above
sapply(D,function(x) sum(diag(x$I)))
sapply(D,function(x) sum(diag(x$varS)))
# use only first point next
D <- D[[1]]
S <- attr(D,"Sigma") #- diag(pred$sigma2)
invS <- solve(S)
B <- invS%*%t(D$jac)
# kriging prediction variances of sample means of statistics
stopifnot(D$sig2==pred$sigma2)
# quasi-score vector
D$score
(qs <- (qsd$obs-pred$mean)%*%B)
# (original) quasi-information equals modified quasi-information
D$I
(D$jac)%*%invS%*%t(D$jac)
(C <- t(B)%*%(S)%*%B)
D$varS
# variance matrix of statistics cannot be computed here
print(S)
# covarTx(qsd)
# modified quasi-deviance value based on modified quasi-information matrix
D$value
qs%*%solve(D$varS)%*%t(qs)
# return the value of the modified quasi-deviance only
quasiDeviance(x0,qsd,Sigma=Sigma,verbose=TRUE,value.only=TRUE)
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