Enhanced Diffusion Sampling: Efficient Rare Event Sampling and Free Energy Calculation with Diffusion Models
Yu Xie, Ludwig Winkler, Lixin Sun, Sarah Lewis, Adam E. Foster, Jos\'e Jim\'enez Luna, Tim Hempel, Michael Gastegger, Yaoyi Chen, Iryna Zaporozhets, Cecilia Clementi, Christopher M. Bishop, Frank No\'e

TL;DR
This paper introduces enhanced diffusion sampling methods that improve rare-event exploration in molecular dynamics, enabling fast, accurate free energy calculations while maintaining unbiased thermodynamic estimates.
Contribution
The authors develop a framework combining diffusion models with biased ensemble techniques and exact reweighting to efficiently sample rare events in molecular systems.
Findings
Achieved fast and accurate free energy estimates in protein folding.
Demonstrated scalability on GPU within hours per system.
Closed the rare-event sampling gap in diffusion-model-based methods.
Abstract
The rare-event sampling problem has long been the central limiting factor in molecular dynamics (MD), especially in biomolecular simulation. Recently, diffusion models such as BioEmu have emerged as powerful equilibrium samplers that generate independent samples from complex molecular distributions, eliminating the cost of sampling rare transition events. However, a sampling problem remains when computing observables that rely on states which are rare in equilibrium, for example folding free energies. Here, we introduce enhanced diffusion sampling, enabling efficient exploration of rare-event regions while preserving unbiased thermodynamic estimators. The key idea is to perform quantitatively accurate steering protocols to generate biased ensembles and subsequently recover equilibrium statistics via exact reweighting. We instantiate our framework in three algorithms: UmbrellaDiff…
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Taxonomy
TopicsMarkov Chains and Monte Carlo Methods · stochastic dynamics and bifurcation · Stochastic processes and statistical mechanics
