""" Author: Mélanie Gaillochet Date: 2022-03-25 """ import torch from Utils.utils import normalize from Utils.augmentation_utils import random_train_transforms, reverse_geometry_transform def make_aug_data_list(unsup_data, num_augmentations, augmentation_list, augmentation_params, device): """ We generate T1(x'), T2(x'), T3(x') Args: unsup_data (tensor): unsupervised data which we want to augment Returns: (list of tensors) aug_data: list of augmented data (length=self.consistency_num_augmentations, each with shape (BS, C, H, W, ..)) (list of dics) param_dic_list: list of augmentation parameters (length=self.consistency_num_augmentations) """ aug_data = [] param_dic_list = [] with torch.no_grad(): for i in range(num_augmentations): # We augment the data transformed_data, _, param_dic = random_train_transforms( unsup_data, targets=None, augmentation_list=augmentation_list, augmentation_params=augmentation_params) transformed_data = transformed_data.to(device) aug_data.append(transformed_data) param_dic_list.append(param_dic) return aug_data, param_dic_list def make_reverse_aug_prob_list(u_prob, aug_scores, param_dic_list, model_norm_fct): """ We generate T1^(-1)[S(T1(x'))], T2^(-1)[S(T2(x'))], T3^(-1)[S(T3(x'))], ... Args: u_prob (tensor): probability output of x' (untransformed unlabeled data) aug_scores (list of tensors): output logits of all T(x') param_dic_list (list of dics): list of all parameters for applied transforms Returns: (list of tensors) cur_prob_list: list of probability tensors after inverse transform """ cur_prob_list = [u_prob] for i in range(len(param_dic_list)): # We do the inverse transformation on the output rev_aug_scores = reverse_geometry_transform(aug_scores[i * len(u_prob):(i+1) * len(u_prob)], param_dic_list[i]) # We get output probability and prediction rev_aug_prob = normalize(model_norm_fct, rev_aug_scores) # We keep track of the output probabilities cur_prob_list.append(rev_aug_prob) return cur_prob_list def make_reverse_aug_mask(data_shape, param_dic_list, num_augmentations): """ We generate a mask that covers only pixels which appear in all transformed versions of x' (which do not disappear because of a rotation, for example) Args: data_shape (tupe): shape of data x' (ie: BS, C, H, W, ...) param_dic_list (list of dics): list of augmentation parameters (length=self.consistency_num_augmentations) Returns: (tensor) mask: True-False mask """ _mask = torch.ones(data_shape) for i in range(num_augmentations): identity = torch.ones(data_shape) rev_identity = reverse_geometry_transform( identity, param_dic_list[i]) # We update the mask (will be 1 whenever both tensor have value 1) _mask = torch.logical_and(_mask, rev_identity) mask = torch.unsqueeze(_mask, 1) mask = _mask.repeat(1, num_augmentations + 1, 1, 1, 1) return mask