The Theory of Probabilistic Hierarchical Supervised Ensemble Learning

This paper presents the theory of probabilistic hier-archical supervised ensemble learning (TPHSEL), a classification approach we have developed with the goal of obtaining classifications for material selection with a degree of interpretability of the results. We found that TPHSEL is a competitive classifier, not only for our target application, but also for a broader range of standard datasets, where it outperformed support vector machines, random forests, and optimal classification trees. The dataset we developed the method for within the field of materials science is small (405 entries), leading to relatively low accuracy (81 % to 82 %) for both our method and a deep learning approach used earlier. In this context, we found that selection based on a large vote share left close to 20 % of candidate materials, and in this bracket, accuracy and other model performance metrics are above 0.95. This is excellent news for prioritising experimental targets (and related tasks), as it indicates that it is possible to identify promising candidates based on data that still leaves shortfalls in classification.

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Publication Details

Published
2024-12-18
DOI
https://doi.org/10.1109/icmla61862.2024.00182
Citations
3
Primary Topic
Neural Networks and Applications
Type
article
Field-Weighted Citation Impact
1.04
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The Theory of Probabilistic Hierarchical Supervised Ensemble Learning

Katie Atkinson, Sven Schewe, Andrij Vasylenko, Matthew J. Rosseinsky, Dmytro Antypov, Ziauddin Ursani, Matthew S. Dyer, Judith Clymo
article en
3 citations

Abstract

This paper presents the theory of probabilistic hier-archical supervised ensemble learning (TPHSEL), a classification approach we have developed with the goal of obtaining classifications for material selection with a degree of interpretability of the results. We found that TPHSEL is a competitive classifier, not only for our target application, but also for a broader range of standard datasets, where it outperformed support vector machines, random forests, and optimal classification trees. The dataset we developed the method for within the field of materials science is small (405 entries), leading to relatively low accuracy (81 % to 82 %) for both our method and a deep learning approach used earlier. In this context, we found that selection based on a large vote share left close to 20 % of candidate materials, and in this bracket, accuracy and other model performance metrics are above 0.95. This is excellent news for prioritising experimental targets (and related tasks), as it indicates that it is possible to identify promising candidates based on data that still leaves shortfalls in classification.

University of Liverpool (GB)
Openalex Percentile: Top 18%
Neural Networks and Applications
1.04
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