Distilling Coarse-Grained Representations of Molecular Electronic Structure with Continuously Gated Message Passing

03 October 2023, Version 1
This content is a preprint and has not undergone peer review at the time of posting.

Abstract

Bottom-up methods for coarse-grained (CG) molecular modeling are critically needed to establish rigorous links between atomistic reference data and reduced molecular representations. For a target molecule, the ideal reduced CG representation is a function of both the conformational ensemble of the system and the target physical observable(s) to be reproduced at the CG resolution. However, there is an absence of algorithms for selecting CG representations of molecules from which complex properties, including molecular electronic structure, can be accurately modeled. We introduce continuously gated message passing (CGMP), a graph neural network (GNN) method for atomically decomposing molecular electronic structure sampled over conformational ensembles. CGMP integrates 3D-invariant GNNs and a novel gated message passing system to continuously reduce the atomic degrees of freedom accessible for electronic predictions, resulting in a one-shot importance ranking of atoms contributing to a target molecular property. Moreover, CGMP provides the first approach by which to quantify the degeneracy of ``good" CG representations conditioned on specific prediction targets, facilitating the development of more transferable CG representations. We further show how CGMP can be used to highlight multiatom correlations, illuminating a path to developing CG electronic Hamiltonians in terms of interpretable collective variables for arbitrarily complex molecules.

Keywords

Message passing neural networks
Electronic Coarse-Graining
Graph neural networks

Supplementary materials

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Description
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Supplementary Materials
Description
Training details and hyperparameters, training convergence, interpreting coarsening through covariance, full-resolution score distributions, comparison with lower GNN cutoff radius, equivalent main text figures for other observables.
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