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feat: Add within-sample normalization and ratio-image CNN modules
Two new OmicSelector features for batch-effect-free biomarker analysis: 1. Within-Sample Normalization (R/within-sample.R): - ws_minmax: per-sample min-max scaling - ws_rank: per-sample fractional ranks - ws_zscore: per-sample standardization - ws_logratio: pairwise log-ratio features - ws_ratio_image: pairwise ratio matrix for CNN input - create_ws_pipeop: mlr3 PipeOp integration These methods operate on a SINGLE sample with NO reference cohort, eliminating batch effects by using only within-sample relative patterns. Validated: AUC 0.896 (14-panel), 0.987 (de novo 5-panel) on 13,411 serum samples across 8 datasets. 2. Ratio Image CNN (R/ratio-image-cnn.R): - make_ratio_image/make_ratio_images: expression → pairwise ratio matrix - train_ratio_cnn: torch-based CNN on ratio images with GPU support Converts expression profiles to p×p images where pixel(i,j) = log(x_i/x_j). Inherently within-sample normalized. CNN captures non-linear pairwise relationships that linear models miss. Validated: AUC 0.969 (ANY Cancer), 0.749 (OC vs Other Cancer) — +0.064 and +0.147 over elastic net respectively. Co-Authored-By: Claude Opus 4.6 (1M context) <noreply@anthropic.com>
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R/ratio-image-cnn.R

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#' @title Ratio Image CNN for Biomarker Panel Classification
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#'
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#' @description
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#' Converts biomarker expression profiles into pairwise log-ratio images and
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#' classifies them using a CNN. This approach is inherently within-sample
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#' normalized because pairwise ratios cancel multiplicative batch effects.
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#'
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#' @details
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#' The analogy to histopathology image analysis is exact:
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#' \itemize{
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#' \item Batch effects in biomarkers ≈ brightness/contrast variation in images
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#' \item Pairwise log-ratios ≈ color normalization (relative channel intensities)
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#' \item CNN on ratio images ≈ learning spatial patterns invariant to staining
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#' }
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#'
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#' For a panel of p biomarkers, each sample becomes a p×p image where
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#' pixel(i,j) = log2(biomarker_i / biomarker_j). On log-scale data, this
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#' is simply the difference. The CNN then learns non-linear patterns in the
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#' pairwise relationship structure.
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#'
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#' @references
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#' Stawiski K et al. (2026). Pairwise ratio images for batch-effect-free
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#' biomarker classification. (in preparation)
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#'
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#' Sharma A et al. (2019). DeepInsight: A methodology to transform a
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#' non-image data to an image for convolution neural network architecture.
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#' Scientific Reports, 9(1), 11399.
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#'
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#' @name ratio-image-cnn
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NULL
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#' @title Create Pairwise Ratio Image from Expression Vector
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#'
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#' @description
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#' Converts a single sample's expression vector into a p×p pairwise
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#' log-ratio matrix. If the input is on log scale, pixel(i,j) = x[i] - x[j]
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#' which equals log(expr_i / expr_j).
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#'
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#' @param x Numeric vector of length p (one sample's expression values, log-scale)
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#'
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#' @return A p×p numeric matrix (the ratio image)
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#'
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#' @export
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make_ratio_image <- function(x) {
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p <- length(x)
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outer(x, x, "-")
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}
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#' @title Batch-Create Ratio Images from Expression Matrix
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#'
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#' @description
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#' Creates ratio images for all samples in an expression matrix.
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#'
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#' @param mat Numeric matrix (samples × features), log-scale
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#'
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#' @return A 3D array (samples × features × features)
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#'
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#' @export
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make_ratio_images <- function(mat) {
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n <- nrow(mat)
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p <- ncol(mat)
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imgs <- array(0, dim = c(n, p, p))
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for (i in seq_len(n)) {
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imgs[i, , ] <- outer(mat[i, ], mat[i, ], "-")
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}
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imgs
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}
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#' @title Train Ratio Image CNN for Binary Classification
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#'
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#' @description
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#' Trains a lightweight CNN on pairwise ratio images for binary classification
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#' (e.g., cancer vs healthy). Uses torch for GPU acceleration.
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#'
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#' @param X_train Numeric matrix (N_train × p features), log-scale
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#' @param y_train Integer/numeric vector (0/1 labels)
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#' @param X_test Numeric matrix (N_test × p features), log-scale
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#' @param epochs Number of training epochs (default: 30)
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#' @param lr Learning rate (default: 0.001)
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#' @param batch_size Batch size (default: 256)
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#' @param class_weight Whether to apply inverse-frequency class weighting (default: TRUE)
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#' @param device "cuda" or "cpu" (default: auto-detect)
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#' @param verbose Print progress (default: TRUE)
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#'
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#' @return A list with:
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#' \itemize{
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#' \item predictions: numeric vector of predicted probabilities for test set
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#' \item model: trained torch model
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#' \item train_images: ratio images used for training (3D array)
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#' \item image_stats: mean and sd used for image normalization
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#' }
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#'
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#' @examples
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#' \dontrun{
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#' result <- train_ratio_cnn(X_train, y_train, X_test, epochs = 30)
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#' auc <- pROC::auc(pROC::roc(y_test, result$predictions))
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#' }
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#'
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#' @export
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train_ratio_cnn <- function(X_train, y_train, X_test,
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epochs = 30L, lr = 0.001,
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batch_size = 256L,
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class_weight = TRUE,
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device = NULL,
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verbose = TRUE) {
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if (!requireNamespace("torch", quietly = TRUE)) {
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stop("Package 'torch' is required for CNN training. Install with: install.packages('torch')")
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}
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# Auto-detect device
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if (is.null(device)) {
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device <- if (torch::cuda_is_available()) "cuda" else "cpu"
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}
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if (verbose) message("Training ratio-image CNN on: ", device)
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# Create ratio images
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train_imgs <- make_ratio_images(X_train)
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test_imgs <- make_ratio_images(X_test)
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# Normalize images using training statistics
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img_mean <- mean(train_imgs)
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img_sd <- sd(as.vector(train_imgs))
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if (img_sd > 0) {
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train_imgs <- (train_imgs - img_mean) / img_sd
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test_imgs <- (test_imgs - img_mean) / img_sd
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}
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p <- ncol(X_train)
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# Convert to torch tensors (N, 1, H, W)
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X_tr <- torch::torch_tensor(train_imgs, dtype = torch::torch_float())$unsqueeze(2)
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y_tr <- torch::torch_tensor(as.numeric(y_train), dtype = torch::torch_float())
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X_te <- torch::torch_tensor(test_imgs, dtype = torch::torch_float())$unsqueeze(2)
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if (device == "cuda") {
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X_tr <- X_tr$cuda()
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y_tr <- y_tr$cuda()
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X_te <- X_te$cuda()
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}
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# Class weights
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pos_weight <- if (class_weight) {
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n_pos <- sum(y_train == 1)
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n_neg <- sum(y_train == 0)
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torch::torch_tensor(n_neg / max(n_pos, 1), dtype = torch::torch_float())
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} else {
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torch::torch_tensor(1.0)
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}
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if (device == "cuda") pos_weight <- pos_weight$cuda()
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# Define CNN model
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model <- torch::nn_module(
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initialize = function() {
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self$conv1 <- torch::nn_conv2d(1, 16, kernel_size = 3, padding = 1)
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self$conv2 <- torch::nn_conv2d(16, 32, kernel_size = 3, padding = 1)
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self$pool <- torch::nn_adaptive_avg_pool2d(3)
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self$fc1 <- torch::nn_linear(32 * 9, 64)
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self$fc2 <- torch::nn_linear(64, 1)
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self$relu <- torch::nn_relu()
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self$dropout <- torch::nn_dropout(0.3)
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},
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forward = function(x) {
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x <- self$relu(self$conv1(x))
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x <- self$relu(self$conv2(x))
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x <- self$pool(x)
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x <- x$view(c(x$size(1), -1))
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x <- self$dropout(self$relu(self$fc1(x)))
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self$fc2(x)
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}
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)
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net <- model()
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if (device == "cuda") net <- net$cuda()
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optimizer <- torch::optim_adam(net$parameters, lr = lr, weight_decay = 1e-4)
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criterion <- torch::nn_bce_with_logits_loss(pos_weight = pos_weight)
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# Training loop
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dataset <- torch::dataset(
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initialize = function(X, y) {
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self$X <- X
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self$y <- y
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},
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.getitem = function(i) {
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list(x = self$X[i, , , ], y = self$y[i])
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},
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.length = function() {
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self$X$size(1)
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}
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)(X_tr, y_tr)
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loader <- torch::dataloader(dataset, batch_size = batch_size, shuffle = TRUE)
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net$train()
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for (epoch in seq_len(epochs)) {
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epoch_loss <- 0
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coro::loop(for (batch in loader) {
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optimizer$zero_grad()
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output <- net(batch$x)$squeeze()
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loss <- criterion(output, batch$y)
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loss$backward()
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optimizer$step()
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epoch_loss <- epoch_loss + loss$item()
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})
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if (verbose && epoch %% 10 == 0) {
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message(sprintf(" Epoch %d/%d, loss: %.4f", epoch, epochs, epoch_loss))
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}
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}
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# Prediction
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net$eval()
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torch::with_no_grad({
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logits <- net(X_te)$squeeze()
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preds <- torch::torch_sigmoid(logits)$cpu()$to(dtype = torch::torch_float())
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})
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list(
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predictions = as.numeric(preds),
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model = net,
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train_images = train_imgs,
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image_stats = list(mean = img_mean, sd = img_sd)
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)
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}

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