Self-supervised local learning rules learn the hidden hierarchical structure of high-dimensional data
Ariane Delrocq, Wu S. Zihan, Guillaume Bellec, Wulfram Gerstner

TL;DR
This paper investigates biologically plausible local learning rules for neural networks, demonstrating that self-supervised contrastive and non-contrastive methods can learn hierarchical structures efficiently, unlike direct feedback rules.
Contribution
It introduces and compares two types of local learning rules, showing that self-supervised contrastive and non-contrastive rules successfully learn hierarchical data structures.
Findings
Self-supervised contrastive and non-contrastive rules learn hierarchical structures efficiently.
Direct feedback rules fail to learn the tasks due to input-specific nonlinearities.
Self-supervised rules are as data-efficient as supervised backpropagation.
Abstract
The brain learns abstract representations of high-dimensional sensory input, but the plasticity rules that enable such learning are unknown. We study biologically plausible algorithms on the Random Hierarchy Model (RHM), an artificial dataset designed to investigate how deep neural networks learn the intrinsic hierarchical structure of high-dimensional data. We focus on two types of local learning rules that avoid both a long convergence time and the use of a symmetric error network. The first type uses direct feedback signals to approximate error propagation from the output layer. The second type uses layerwise self-supervised contrastive or non-contrastive loss functions that do not explicitly approximate errors at the output layer. We show that all rules of the first type fail to solve the tasks of the RHM and trace this failure back to input-specific nonlinearities (`masking') that…
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