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Predicting Experimental Heats of Formation via Deep Learning with Limited Experimental Data
GuanYa Yang1, Wai Yuet Chiu1, Jiang Wu1,2
1Department of Chemistry, The University of Hong Kong, Pokfulam Road, Hong Kong SAR, China.
Predicting molecular properties with deep learning is challenging due to limited data. Our novel method combines graph neural network pretraining with experimental fine-tuning for accurate predictions, bypassing costly quantum mechanical calculations.
Area of Science:
- Computational chemistry
- Machine learning in chemistry
Background:
- Predicting molecular properties is crucial in chemistry.
- Deep learning models require substantial experimental data for training, which is often scarce.
- First-principles quantum mechanical (QM) methods provide accurate but computationally expensive predictions.
Purpose of the Study:
- To develop an efficient and accurate deep learning method for predicting experimental molecular properties.
- To overcome the challenge of limited experimental data in molecular property prediction.
- To leverage the qualitative and semiquantitative accuracy of QM calculations for model calibration.
Main Methods:
- A two-stage deep learning approach was proposed: pretraining a graph neural network (GNN) on QM results.
- Fine-tuning a fully connected neural network (FNN) using limited experimental data.
- The combined model bypasses direct QM calculations for efficiency.
Main Results:
- The combined model achieved high accuracy in predicting experimental heats of formation for organic molecules.
- The model demonstrated a mean absolute error of 1.8 kcal/mol for molecules containing H, C, O, N, or F atoms.
- The approach successfully utilized a small dataset of 405 experimental data points.
Conclusions:
- The proposed pretraining and fine-tuning deep learning strategy effectively predicts molecular properties.
- This method offers a computationally efficient alternative to traditional QM calculations.
- The approach significantly improves prediction accuracy by calibrating QM-informed models with experimental data.
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