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Frequency-Structured Hamiltonian Neural Network for Multi-Timescale Dynamics

NeurIPS 2026 · Probabilistic and scientific modeling › Dynamical systems · approach: Physics-informed dynamics learning

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Proposes FS-HNN, a Hamiltonian neural network that decomposes the Hamiltonian into learned frequency-structured components to model stiff multi-timescale coupled fast-slow dynamics while preserving structure.

Problem

Scalar-Hamiltonian neural networks inherit the spectral bias of deep networks, which limits learning of stiff multi-timescale systems with coupled fast and slow dynamics.

Approach

Decomposes the system Hamiltonian into learned frequency-structured components instead of a single scalar Hamiltonian parameterization, so that fast and slow timescales are represented separately while conservation structure is kept.

Experimental setup

Builds on: Hamiltonian Neural Networks

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