Efficient discovery of multiple minimum action pathways using Gaussian process
JaeHwan Shim, Juyong Lee, Jaejun Yu

TL;DR
This paper introduces a Gaussian process-based method for efficiently discovering multiple minimum action pathways, significantly reducing computational costs and successfully applying it to complex molecular transitions.
Contribution
The paper presents GPAO, a novel Gaussian process regression approach that drastically improves efficiency in transition pathway searches compared to traditional string methods.
Findings
Achieves about five orders of magnitude increase in computational efficiency.
Successfully finds multiple conformational pathways of alanine dipeptide with ab initio accuracy.
Demonstrates applicability to molecular isomerization and surface atom rearrangements.
Abstract
We present a new efficient transition pathway search method based on the least action principle and the Gaussian process regression method. Most pathway search methods developed so far rely on string representations, which approximate a transition pathway by a series of slowly varying system replicas. Such string methods are computationally expensive in general because they require many replicas to obtain smooth pathways. Here, we present an approach employing the Gaussian process regression method, which infers the shape of a potential energy surface with a few observed data and Gaussian-shaped kernel functions. We demonstrate a drastic elevation of computing efficiency of the method about five orders of magnitude than existing methods. Further, to demonstrate its real-world capabilities, we apply our method to find multiple conformational transition pathways of alanine dipeptide using…
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Taxonomy
TopicsMachine Learning in Materials Science · Protein Structure and Dynamics · Mass Spectrometry Techniques and Applications
