A linear probe classifier is a diagnostic tool in machine learning, specifically for evaluating the quality of learned representations from pre-trained models. It consists of a simple linear layer (e.g., a logistic regression or a single fully connected layer) trained on top of frozen features extracted from a deeper neural network. The key aspect is that the weights of the pre-trained feature extractor are kept fixed, and only the linear layer's weights are optimized. The process involves taking a pre-trained model (e.g., a vision transformer or a large language model), passing input data through it to obtain intermediate feature vectors (embeddings) from a specific layer, and then training a linear classifier on these fixed feature vectors to perform a downstream task (e.g., image classification, sentiment analysis). The performance of this linear classifier serves as a proxy for the quality and task-relevance of the underlying representations. It matters because it provides a computationally efficient and interpretable way to assess the information encoded within a model's representations without the complexity and cost of full fine-tuning. This helps researchers understand what knowledge a pre-trained model has implicitly acquired, identify useful layers for transfer learning, and compare different self-supervised learning methods. It is widely used in representation learning research, self-supervised learning, transfer learning, and interpretability studies across computer vision (e.g., evaluating CLIP, DINO features) and natural language processing (e.g., evaluating BERT, GPT embeddings).
Linear probe classifiers are simple models trained on fixed features from a pre-trained AI model to quickly check how good those features are for a specific task. They help researchers understand what knowledge a large model has already learned without needing to retrain the entire model.
linear evaluation, linear readout, frozen feature evaluation, linear head
Was this definition helpful?