Prototype Fusion: A Training-Free Multi-Layer Approach to OOD Detection

TL;DR

This paper introduces a training-free, multi-layer feature aggregation method for out-of-distribution detection that improves robustness across various neural network architectures.

Contribution

It proposes a simple, model-agnostic approach leveraging internal multi-layer representations and class prototypes for enhanced OOD detection performance.

Findings

Improves AUROC by up to 4.41% on OOD benchmarks.

Reduces FPR by 13.58%, demonstrating better OOD detection.

Effective across diverse architectures and datasets.

Abstract

Deep learning models are increasingly deployed in safety-critical applications, where reliable out-of-distribution (OOD) detection is essential to ensure robustness. Existing methods predominantly rely on the penultimate-layer activations of neural networks, assuming they encapsulate the most informative in-distribution (ID) representations. In this work, we revisit this assumption to show that intermediate layers encode equally rich and discriminative information for OOD detection. Based on this observation, we propose a simple yet effective model-agnostic approach that leverages internal representations across multiple layers. Our scheme aggregates features from successive convolutional blocks, computes class-wise mean embeddings, and applies L_2 normalization to form compact ID prototypes capturing class semantics. During inference, cosine similarity between test features and these prototypes serves as an OOD score--ID samples exhibit strong affinity to at least one prototype, whereas OOD samples remain uniformly distant. Extensive experiments on state-of-the-art OOD benchmarks across diverse architectures demonstrate that our approach delivers robust, architecture-agnostic performance and strong generalization for image classification. Notably, it improves AUROC by up to 4.41% and reduces FPR by 13.58%, highlighting multi-layer feature aggregation as a powerful yet underexplored signal for OOD detection, challenging the dominance of penultimate-layer-based methods. Our code is available at: https://github.com/sgchr273/cosine-layers.git.