Augmentation in few-shot learning involves artificially expanding a small labeled dataset by creating modified versions of existing examples. This helps models generalize better despite limited training data. Unlike traditional augmentation used in large datasets, few-shot scenarios require careful balancing to avoid overfitting while ensuring diversity. The goal is to generate variations that preserve the original label but introduce meaningful differences, enabling the model to learn robust features without memorizing the limited examples.
For example, in image-based tasks, techniques like rotation, flipping, cropping, or adjusting brightness/contrast are common. If a dataset contains only five images of a cat, rotating them by 90 degrees or adding slight noise creates new training samples that teach the model to recognize cats in varied orientations. In text tasks, methods like synonym replacement (e.g., changing “happy” to “joyful”), sentence paraphrasing, or adding grammatical variations can expand a handful of sentences into dozens. For audio, pitch shifting or adding background noise can simulate different recording conditions. These transformations must align with the task: medical imaging might use elastic deformations to mimic tissue variations, while NLP could employ back-translation (translating text to another language and back) to rephrase sentences.
The effectiveness of augmentation depends on preserving semantic meaning while increasing diversity. Over-augmenting with irrelevant changes (e.g., extreme image distortions) can harm performance. Developers often use automated tools like Albumentations for images or NLPAug for text to apply domain-appropriate transformations. In practice, combining augmentation with techniques like meta-learning or transfer learning amplifies its benefits. For instance, a model pretrained on general images and fine-tuned with augmented few-shot data can better adapt to new classes. Properly implemented, augmentation reduces reliance on large datasets and helps models handle real-world variability, even with minimal examples.