Experimentally Accurate Graph Neural Network Predictions of Core-Electron Binding Energies
Adam E. A. Fouda, Joshua Zhou, Rodrigo Ferreira, Patrick Phillips, Valay Agarawal, Bhavnesh Jangid, Jacob J. Wardzala, Rui Ding, Junhong Chen, Nicole Tebaldi, Phay J. Ho, Laura Gagliardi, Linda Young

TL;DR
This paper presents a graph neural network model for predicting core-electron binding energies in organic molecules, demonstrating good accuracy, size transferability, and interpretability through architectural choices and case studies.
Contribution
The authors develop an interpretable GNN model trained on high-level theory data, achieving accurate experimental predictions and analyzing environment effects beyond nearest neighbors.
Findings
Achieves 0.33 eV mean absolute error against experimental data.
Two node features effectively encode molecule-specific information.
Model outperforms invariant models on non-equilibrium geometries.
Abstract
Graph neural network architectures are advantageous for predicting core-electron binding energies which depend on local bond environment effects, as the number of message passing layers defines the topological (bond) radius of the model's receptive field. This provides an interpretable connection between the model's architecture and the definition of locality in the considered environment. Here we present a graph neural network model for predicting carbon 1s core-electron binding energies in organic molecules. The model is trained with multiconfiguration pair-density functional theory on 8637 carbon atoms in 2116 molecules with 4-16 atoms and evaluated against 570 experimental values in 113 different molecules containing 3-45 atoms. Previous work benchmarked a mean absolute error of 0.27 eV to experiment for the training data level of theory [J. Phys. Chem. A 2025, 129, 36, 8419-8431]…
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