Improving Meta-Learning Generalization with Activation-Based Early-Stopping

TL;DR

This paper introduces Activation Based Early-Stopping (ABE), a novel method for meta-learning that uses activation statistics from unlabelled target support examples to determine optimal stopping points, improving generalization in few-shot transfer tasks.

Contribution

The paper proposes a new activation-based early-stopping method that does not rely on labeled validation data, enhancing meta-learning performance across diverse transfer learning scenarios.

Findings

Activation statistics effectively estimate target generalization.

ABE improves early-stopping accuracy across datasets.

Method is applicable to various meta-learning algorithms.

Abstract

Meta-Learning algorithms for few-shot learning aim to train neural networks capable of generalizing to novel tasks using only a few examples. Early-stopping is critical for performance, halting model training when it reaches optimal generalization to the new task distribution. Early-stopping mechanisms in Meta-Learning typically rely on measuring the model performance on labeled examples from a meta-validation set drawn from the training (source) dataset. This is problematic in few-shot transfer learning settings, where the meta-test set comes from a different target dataset (OOD) and can potentially have a large distributional shift with the meta-validation set. In this work, we propose Activation Based Early-stopping (ABE), an alternative to using validation-based early-stopping for meta-learning. Specifically, we analyze the evolution, during meta-training, of the neural activations at each hidden layer, on a small set of unlabelled support examples from a single task of the target tasks distribution, as this constitutes a minimal and justifiably accessible information from the target problem. Our experiments show that simple, label agnostic statistics on the activations offer an effective way to estimate how the target generalization evolves over time. At each hidden layer, we characterize the activation distributions, from their first and second order moments, then further summarized along the feature dimensions, resulting in a compact yet intuitive characterization in a four-dimensional space. Detecting when, throughout training time, and at which layer, the target activation trajectory diverges from the activation trajectory of the source data, allows us to perform early-stopping and improve generalization in a large array of few-shot transfer learning settings, across different algorithms, source and target datasets.