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Scaling Laws and Tradeoffs in Recurrent Networks of Expressive Neurons

NeurIPS 2026 · Architectures and efficiency › RNNs and normalization · approach: Brain-inspired recurrent architectures · 0 citations (OpenAlex)

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Introduces ELM Networks of multi-timescale expressive leaky-memory neurons and studies how a fixed parameter budget should be split between neuron count, per-neuron complexity, and connectivity, with an information-theoretic model explaining the optimum.

Problem

How to allocate a fixed parameter budget between number of recurrent units, per-unit complexity, and per-unit connectivity; whether simple units are optimal in recurrent networks.

Approach

Treats per-unit complexity as a controllable scaling axis by building a recurrent layer from Expressive Leaky Memory neurons (multi-timescale memory, structured synaptic integration, nonlinear MLP), and frames the budget tradeoff with a closed-form effective representation information model with power-law SNR and spectral decay.

Key results

Surprising findings

Limitations

Experimental setup

Datasets: SHD-Adding Spiking Heidelberg Digits Enwik8 NeuronIO

Benchmarks: SHD-Adding Enwik8 NeuronIO

Metrics: test accuracy test bits-per-character reducible MAE reducible error Pareto frontier

Baselines: Continuous Thought Machines

Builds on: Expressive Leaky Memory neuron SuperSpike surrogate gradient Transformer-XL preprocessing Continuous Thought Machines

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