Nothing
###############################################################################
## standardizing matrix for asymptotic G-Risk
###############################################################################
setMethod("getInfStand", signature(L2deriv = "UnivariateDistribution",
neighbor = "ContNeighborhood"),
function(L2deriv, neighbor, clip, cent, trafo){
c1 <- cent - clip
c2 <- cent + clip
return(trafo/(m2df(L2deriv, c2) - m2df(L2deriv, c1)
+ c1*m1df(L2deriv, c1) - c2*m1df(L2deriv, c2)))
})
setMethod("getInfStand", signature(L2deriv = "UnivariateDistribution",
neighbor = "TotalVarNeighborhood"),
function(L2deriv, neighbor, clip, cent, trafo){
D1 <- sign(as.vector(trafo))*L2deriv
return(trafo/(m2df(D1, cent+clip) - m2df(D1, cent) + cent*m1df(D1, cent)
- (cent+clip)*m1df(D1, cent+clip)))
})
setMethod("getInfStand", signature(L2deriv = "RealRandVariable",
neighbor = "ContNeighborhood"),
function(L2deriv, neighbor, Distr, A.comp, stand, clip, cent, trafo){
w.fct <- function(x, L2, stand, cent, clip){
X <- evalRandVar(L2, as.matrix(x))[,,1] - cent
Y <- apply(X, 2, "%*%", t(stand))
h.vct <- sqrt(colSums(Y^2))
ind2 <- (h.vct < clip/2)
h.vct <- ind2*clip/2 + (1-ind2)*h.vct
ind1 <- (h.vct < clip)
return(ind1 + (1-ind1)*clip/h.vct)
}
integrandA <- function(x, L2.i, L2.j, i, j, L2, stand, cent, clip){
return((L2.i(x) - cent[i])*(L2.j(x) - cent[j])*w.fct(x = x, L2 = L2,
stand = stand, cent = cent, clip = clip))
}
nrvalues <- length(L2deriv)
erg <- matrix(0, ncol = nrvalues, nrow = nrvalues)
for(i in 1:nrvalues)
for(j in i:nrvalues)
if(A.comp[i,j])
erg[i, j] <- E(object = Distr, fun = integrandA, L2.i = L2deriv@Map[[i]],
L2.j = L2deriv@Map[[j]], i = i, j = j, L2 = L2deriv,
stand = stand, cent = cent, clip = clip,
useApply = FALSE)
erg[col(erg) < row(erg)] <- erg[col(erg) > row(erg)]
return(trafo %*% distr::solve(erg))
})
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