fix: predict_dim_cv always failes with dim. missmatch,
add: support for central method in predcit_dim_cv
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e93bfdda05
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@ -7,8 +7,8 @@ predict_dim_cv <- function(object) {
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Sigma_root <- eig$vectors %*% tcrossprod(diag(sqrt(eig$values)), eig$vectors)
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Sigma_root <- eig$vectors %*% tcrossprod(diag(sqrt(eig$values)), eig$vectors)
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X <- X %*% solve(Sigma_root)
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X <- X %*% solve(Sigma_root)
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pred <- matrix(0, n, length(object$res))
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pred <- array(0, c(n, ncol(object$Fy), length(object$res)),
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colnames(pred) <- names(object$res)
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dimnames = list(NULL, NULL, names(object$res)))
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for (dr.k in object$res) {
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for (dr.k in object$res) {
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# get "name" of current dimension
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# get "name" of current dimension
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k <- as.character(dr.k$k)
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k <- as.character(dr.k$k)
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@ -16,12 +16,11 @@ predict_dim_cv <- function(object) {
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X.proj <- X %*% dr.k$B
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X.proj <- X %*% dr.k$B
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for (i in 1:n) {
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for (i in 1:n) {
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model <- mda::mars(X.proj[-i, ], object$Y[-i])
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model <- mda::mars(X.proj[-i, ], object$Fy[-i, ])
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pred[i, k] <- predict(model, X.proj[i, , drop = F])
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pred[i, , k] <- predict(model, X.proj[i, , drop = FALSE])
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}
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}
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}
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}
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MSE <- colMeans((pred - object$Y)^2)
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MSE <- apply((pred - as.numeric(object$Fy))^2, 3, mean)
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return(list(
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return(list(
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MSE = MSE,
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MSE = MSE,
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@ -30,6 +29,9 @@ predict_dim_cv <- function(object) {
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}
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}
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predict_dim_elbow <- function(object) {
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predict_dim_elbow <- function(object) {
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if (ncol(object$Fy) > 1) # TODO: Implement or find better way
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stop("For multivariate or central models not supported yet.")
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# extract original data from object (cve result)
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# extract original data from object (cve result)
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X <- object$X
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X <- object$X
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Y <- object$Y
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Y <- object$Y
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@ -71,6 +73,9 @@ predict_dim_elbow <- function(object) {
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}
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}
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predict_dim_wilcoxon <- function(object, p.value = 0.05) {
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predict_dim_wilcoxon <- function(object, p.value = 0.05) {
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if (ncol(object$Fy) > 1) # TODO: Implement or find better way
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stop("For multivariate or central models not supported yet.")
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# extract original data from object (cve result)
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# extract original data from object (cve result)
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X <- object$X
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X <- object$X
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Y <- object$Y
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Y <- object$Y
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