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Splitting chemical structure data sets for federated privacy-preserving machine learning.

Jaak Simm1, Lina Humbeck2, Adam Zalewski3

  • 1KU Leuven, ESAT-STADIUS, Kasteelpark Arenberg 10, 3001, Heverlee, Belgium.

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Summary

Designing effective test sets for machine learning in drug discovery is crucial. This study evaluates three privacy-preserving methods—locality-sensitive hashing, sphere exclusion clustering, and scaffold-based binning—for creating realistic data splits in federated learning settings.

Keywords:
ChemFoldCross-validationFederated machine learningLeader follower clusteringLocality-sensitive hashingScaffold networkScaffold treeSphere exclusion clusteringTrain-test-split

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Area of Science:

  • Computational chemistry
  • Machine learning
  • Drug discovery

Background:

  • Machine learning (ML) is increasingly used in drug design, necessitating robust test sets for reliable performance evaluation.
  • Federated learning (FL) presents unique challenges for test set creation due to privacy constraints, preventing direct data sharing.

Purpose of the Study:

  • To evaluate methods for splitting datasets in privacy-preserving federated machine learning for drug discovery.
  • To assess the quality of splits generated by different methods against criteria like prediction bias and data imbalance.

Main Methods:

  • Three data splitting techniques were investigated: locality-sensitive hashing (LSH), sphere exclusion clustering, and scaffold-based binning.
  • Methods were evaluated based on prediction performance bias, label and data imbalance, and similarity between training and test sets compared to random splitting.

Main Results:

  • Sphere exclusion clustering and scaffold-based binning demonstrated high-quality data splitting capabilities.
  • Locality-sensitive hashing was found to be computationally less expensive in a federated setting.

Conclusions:

  • Sphere exclusion clustering and scaffold-based binning are effective for generating meaningful test sets in federated drug discovery.
  • The choice of splitting method involves a trade-off between splitting quality and computational cost.