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Neural networks are more modular than single neurons suggest

NeurIPS 2026 · Architectures and efficiency › RNNs and normalization · approach: Mechanistic circuit interpretability

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Introduces a nested hierarchy (unit, orthogonal, linear) of modularity and learns subspace decompositions via task-sufficiency or contrastive minimal-pair objectives, showing that networks lacking unit-level modularity often show clear subspace-level double dissociations across RNNs, vision models, and language models.

Problem

Whether neural networks with mixed selectivity (no neurons specialized for single functions) are modular; prior work concluded absence of unit-level specialization implies non-modularity, and selectivity-based proxies do not test causal dissociation.

Approach

Define a nested hierarchy of modularity (permutation ⊂ orthogonal ⊂ invertible) and learn linear decompositions of hidden representations into functionally specific subspaces, evaluated causally by selective subspace ablation (double dissociation) or by retrieval selectivity and brain-encoding alignment.

Key results

Surprising findings

Limitations

Experimental setup

Datasets: MS-COCO Paint by Numbers Stylized ImageNet procedure MSR Paraphrase Corpus Pereira 2018 Natural Scenes Dataset Yang multitask cognitive tasks Mante task

Benchmarks: Mante task Yang multitask cognitive tasks content-style retrieval (MS-COCO/Paint by Numbers) syntax-semantics retrieval (Pereira 2018) Natural Scenes Dataset fMRI encoding Pereira fMRI encoding

Metrics: double dissociation index (DDI) fractional task variance top-k retrieval accuracy content/style selectivity ratio syntax/semantics selectivity brain encoding predictivity

Baselines: unit-level decomposition Sinkhorn permutation orthogonal decomposition

Builds on: Yang et al. 2019 multitask RNNs Mante et al. 2013 context-dependent integration Stylized ImageNet GeoTorch

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