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BOKEI: Bayesian optimization using knowledge of correlated torsions and expected improvement for conformer generation
Lucian Chan1, Geoffrey R Hutchison2, Garrett M Morris1
1Department of Statistics, University of Oxford, 24-29 St Giles, Oxford, OX1 3LB, UK. garrett.morris@stats.ox.ac.uk.
We developed Bayesian Optimization with Knowledge-based Expected Improvement (BOKEI) for efficient small molecule conformer sampling. BOKEI outperforms other methods by identifying lower energy conformations and revealing crucial correlated torsion patterns.
Area of Science:
- Computational chemistry
- Molecular modeling
- Drug discovery
Background:
- Conformer sampling is crucial for predicting molecular properties.
- Existing methods like Bayesian Optimization Algorithm (BOA) are effective but can be improved.
- Understanding correlated torsions in small molecules is key to efficient sampling.
Purpose of the Study:
- To develop and validate a novel conformer sampling method, Bayesian Optimization with Knowledge-based Expected Improvement (BOKEI).
- To improve the efficiency of finding low-energy conformations for small molecules.
- To investigate the prevalence and nature of correlated torsions in small molecules.
Main Methods:
- Utilized bivariate von Mises distributions to model correlated torsions.
- Constrained the search space using these distributions.
- Validated BOKEI on 533 small molecules using MMFF94 and GFN2.
- Compared BOKEI against BOA with Expected Improvement (BOA-EI) and a genetic algorithm (GA).
Main Results:
- BOKEI identified lower energy conformations than BOA-EI and GA in over 60% of cases.
- Discovered correlated torsions in up to 15% of small molecules, 8x more than previously reported.
- Identified patterns reflecting steric clashes, hydrogen bonds, and π-π stacking.
Conclusions:
- BOKEI is a highly effective method for efficient conformer sampling of small molecules.
- Correlated torsions are more prevalent than previously thought and provide valuable insights.
- Improved conformer sampling will advance computational modeling applications.
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