Random erasing is a technique used in training image models. What does it mainly help with?
Think about how hiding parts of an image during training might help the model.
Random erasing hides random parts of an image during training. This forces the model to rely on other features and become more robust to occlusions or missing data.
Given a batch of 16 RGB images of size 64x64, what will be the shape of the batch after applying random erasing augmentation?
import torch import torchvision.transforms as transforms transform = transforms.Compose([ transforms.RandomErasing(p=1.0, scale=(0.02, 0.33), ratio=(0.3, 3.3)) ]) batch = torch.randn(16, 3, 64, 64) # batch of 16 images augmented_batch = torch.stack([transform(img) for img in batch]) print(augmented_batch.shape)
Random erasing modifies pixels but does not change image size or batch size.
Random erasing replaces a random rectangle area in each image with random values but keeps the original image size and batch size unchanged.
In random erasing, which hyperparameter defines the proportion of the image area that can be erased?
Think about which parameter sets the size range of the erased rectangle.
The 'scale' parameter controls the minimum and maximum proportion of the image area to erase. 'ratio' controls the aspect ratio of the erased rectangle, 'p' is the probability of applying erasing, and 'mean' is the pixel value used to fill the erased area.
When random erasing is applied during training, what is the usual effect on the model's accuracy on unseen test images?
Consider how training with harder examples affects generalization.
Random erasing makes training images harder by hiding parts, which helps the model learn more general features and improves accuracy on new images.
Consider this code snippet using torchvision's RandomErasing. What error will it raise?
import torchvision.transforms as transforms transform = transforms.RandomErasing(p=1.0, scale=(0.5, 0.1)) # Applying transform to a tensor image import torch img = torch.randn(3, 32, 32) transformed_img = transform(img)
Check the order of values in the scale tuple.
The 'scale' parameter must have the minimum value first and maximum second. Here, (0.5, 0.1) has min > max, causing a ValueError.