Topological and Geometric Data Analysis Open access Peer reviewed

Automated quantification of stereotypical motor movements in autism using persistent homology

Austin A. MBaye, José A. Perea, Christopher J. Tralie, Matthew S. Goodwin

Scientific Reports | Jul 24, 2026

Abstract

Abstract

Stereotypical motor movements (SMM) are a core diagnostic feature of autism that remain difficult to quantify efficiently and validly across individuals and developmental stages. The current paper presents a novel pipeline that leverages Topological Data Analysis to quantify and characterize recurrent movement patterns. Specifically, we use persistent homology to construct low-dimensional, interpretable feature vectors that capture geometric properties associated with autistic SMM by extracting periodic structure from time series derived from pose estimation landmarks in video data and accelerometer signals from wearable sensors. We demonstrate that these features, combined with simple classifiers, enable accurate automated quantification of autistic SMM. Visualization of the learned feature space reveals that extracted features generalize across individuals and are not dominated by person-specific SMM. Our results highlight the potential of using mathematically principled features to support more scalable, interpretable, and person-agnostic characterization of autistic SMM in naturalistic settings.

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Authors

Researchers on this paper

Austin A. MBaye

first | Northeastern University | ORCID 0009-0006-8907-8593

José A. Perea

middle | Northeastern University | ORCID 0000-0002-6440-5096

Christopher J. Tralie

middle | Ursinus College | ORCID 0000-0003-4206-1963

Matthew S. Goodwin

last | Northeastern University | ORCID 0000-0002-4237-601X

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Citation

BibTeX

@article{MBaye2026Automated,
  title = {Automated quantification of stereotypical motor movements in autism using persistent homology},
  author = {Austin A. MBaye and José A. Perea and Christopher J. Tralie and Matthew S. Goodwin},
  journal = {Scientific Reports},
  year = {2026},
  doi = {10.1038/s41598-026-60095-8},
  url = {https://doi.org/10.1038/s41598-026-60095-8}
}

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