Phylogenetic corrections and higher-order sequence statistics in protein families: Potts vs multiple sequence alignment transformer machine learning models

Recent generative machine learning models applied to protein multiple sequence alignment (MSA) datasets include simple and interpretable physics-based Potts covariation models and other machine learning models such as MSA Transformer (MSA-T). The best models accurately reproduce MSA statistics induced by the biophysical constraints within proteins, raising the question of which functional forms best model the underlying physics. The Potts model is usually specified by an effective potential including pairwise residue-residue interaction terms, but it has been suggested that MSA-T can capture the effects induced by effective potentials that include more than pairwise interactions and implicitly account for phylogenetic structure in the MSA. Here, we compare the ability of the Potts model and MSA-T to reconstruct higher-order sequence statistics reflecting complex biophysical sequence constraints. We show how the model performance depends greatly on the treatment of phylogenetic relationships between the sequences, which can induce nonbiophysical mutational covariation in MSAs. When using explicit corrections for phylogenetic dependencies, we find that the Potts model outperforms MSA-T in detecting epistatic interactions of biophysical origin. Furthermore, the sequences generated by the models we studied here are predicted to fold into nativelike structures, as indicated by AlphaFold predictions.

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Journal
Physical Review Research
Published
2025-10-20
DOI
https://doi.org/10.1103/g5cx-1vhj
Citations
1
Primary Topic
Genomics and Phylogenetic Studies
Type
article
Field-Weighted Citation Impact
0.81
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article

Phylogenetic corrections and higher-order sequence statistics in protein families: Potts vs multiple sequence alignment transformer machine learning models

Ronald M. Levy, Allan Haldane, Kisan Khatri
1 citations
Physical Review Research
Genomics and Phylogenetic Studies
0.81
article

Phylogenetic corrections and higher-order sequence statistics in protein families: Potts vs multiple sequence alignment transformer machine learning models

Ronald M. Levy, Allan Haldane, Kisan Khatri
article en
1 citations

Abstract

Recent generative machine learning models applied to protein multiple sequence alignment (MSA) datasets include simple and interpretable physics-based Potts covariation models and other machine learning models such as MSA Transformer (MSA-T). The best models accurately reproduce MSA statistics induced by the biophysical constraints within proteins, raising the question of which functional forms best model the underlying physics. The Potts model is usually specified by an effective potential including pairwise residue-residue interaction terms, but it has been suggested that MSA-T can capture the effects induced by effective potentials that include more than pairwise interactions and implicitly account for phylogenetic structure in the MSA. Here, we compare the ability of the Potts model and MSA-T to reconstruct higher-order sequence statistics reflecting complex biophysical sequence constraints. We show how the model performance depends greatly on the treatment of phylogenetic relationships between the sequences, which can induce nonbiophysical mutational covariation in MSAs. When using explicit corrections for phylogenetic dependencies, we find that the Potts model outperforms MSA-T in detecting epistatic interactions of biophysical origin. Furthermore, the sequences generated by the models we studied here are predicted to fold into nativelike structures, as indicated by AlphaFold predictions.

Physical Review ResearchVol. 7(4)
Temple College (US), Temple University (US)
Openalex Percentile: Top 22%
Genomics and Phylogenetic Studies
0.81
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Phylogenetic corrections and higher-order sequence statistics in protein families: Potts vs multiple sequence alignment transformer machine learning models — Ronald M. Levy, Allan Haldane, et al. · Physical Review Research (2025) | TGRS Research Map | TGRS