Integrating Graph Neural Networks and Many-Body Expansion Theory for Potential Energy Surfaces

Rational design of next-generation functional materials relied on quantitative predictions of their electronic structures beyond single building blocks. First-principles quantum mechanical (QM) modeling became infeasible as the size of a material grew beyond hundreds of atoms. In this study, we developed a new computational tool integrating fragment-based graph neural networks (FBGNN) into the fragment-based many-body expansion (MBE) theory, referred to as FBGNN-MBE, and demonstrated its capacity to reproduce full-dimensional potential energy surfaces (FD-PES) for hierarchic chemical systems with manageable accuracy, complexity, and interpretability. In particular, we divided the entire system into basic building blocks (fragments), evaluated their single-fragment energies using a first-principles QM model and attacked many-fragment interactions using the structure-property relationships trained by FBGNNs. Our development of FBGNN-MBE demonstrated the potential of a new framework integrating deep learning models into fragment-based QM methods, and marked a significant step towards computationally aided design of large functional materials.

Improving Subgraph Representation Learning via Multi-View Augmentation

Subgraph representation learning based on Graph Neural Network (GNN) has broad applications in chemistry and biology, such as molecule property prediction and gene collaborative function prediction. On the other hand, graph augmentation techniques have shown promising results in improving graph-based and node-based classification tasks but are rarely explored in the GNN-based subgraph representation learning literature. In this work, we developed a novel multiview augmentation mechanism to improve subgraph representation learning and thus the accuracy of downstream prediction tasks. The augmentation technique creates multiple variants of subgraphs and embeds these variants into the original graph to achieve both high training efficiency, scalability, and improved accuracy. Experiments on several real-world subgraph benchmarks demonstrate the superiority of our proposed multi-view augmentation techniques.