Establishes Transition Path Theory for Lévy-type processes via rigorous SDE representation for transition paths and analysis of their probability distribution, current, and occurrence rate.
arXiv preprint arXiv:2404.06206 (2024)
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Flux Matching learns current velocity u(z) and scalar potential h(z) from reactive trajectories via quadratic minimization to trace pathways and provide reaction coordinates for adaptive sampling.
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Transition Path Theory For L\'{e}vy-Type Processes: SDE Representation and Statistics
Establishes Transition Path Theory for Lévy-type processes via rigorous SDE representation for transition paths and analysis of their probability distribution, current, and occurrence rate.