Overlapping Features Speed Up Learning express

Original: "Superposition unifies power-law training dynamics"
arXiv:2602.01045 · 2026-02-01 · CC BY 4.0 · 1 min
When a neural network packs many features into the same neurons, it learns several times faster.

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A neural network can be compared to a dormitory where each resident gets their own room. Usually, each feature in the data occupies a separate neuron, and learning proceeds sequentially: first one feature, then another. This is slow and depends on which data you happen to get.

But if you allow several features to share a room, overlap them, the picture changes. The researchers built a simple 'teacher-student' model and derived formulas for learning without overlap. It turned out that the exponent in the learning law (how fast the error decreases over time) depends on the data statistics and the importance of the channels.

Feature overlap is when one neuron stores several different signals at once, like one room accommodating several residents.

When a 'bottleneck' for overlap appears in the model, a transition to a universal law occurs: the error falls as one divided by time. This does not depend on the data or the importance of the channels. Learning speeds up by up to ten times compared to sequential feature scanning.

A universal law is when the learning speed is the same for any data, as if the dormitory always filled in the same amount of time.

Such a fast pace with a universal exponent may explain why large language models, which actively use feature overlap, learn so efficiently. Perhaps it is the overlap of features that allows them to quickly grasp language patterns without getting bogged down in details.

Feature overlap is similar to how humans remember faces: we do not store a separate neuron for each acquaintance, but a distributed code where the same neurons participate in different memories.

In Peter Watts's novel 'Blindsight', an alien intelligence uses distributed representations to process information at incredible speed — much like feature overlap speeds up learning.

Scientists
Claude Shannon
Concepts
self-supervised learning predictive learning neural networks training data power law training Baldwin effect overfitting power law distribution generalization protein language model exponent regularization methods superposition principle superposition random network disjunction effect feature importance labeled data regularisation lyapunov exponent