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V. Mante

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Open access Aug 2026

Weight initialization shapes task organization in recurrent neural networks

It is found that networks with low initial weight variance converge to solutions in which different subtasks rely on largely overlapping weight subspaces, whereas high-variance networks implement subtasks in higher-dimensional, more segregated weight subspaces.

R. Krause, V. Mante · 0 citations
Open access Jul 2026

Data-driven reduced modeling of neural dynamics

Spectral submanifolds can be used to reduce recurrent neural networks to low-dimensional models, revealing their core dynamics, and authors uncover robust structures underlying decision-making and working-memory tasks, providing predictions about the underlying behavior of neural computations.

A. Marraffa, R. Krause, V. Mante et al. · 0 citations

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