I am a postdoctoral researcher working with Lena Jäger  at the Digital Linguistics Lab, on a Sinergia grant funded by the SNSF. Currently, I'm mostly interested in researching and developing methods in topological data analysis, and in applying them to linguistic data and questions stemming from NLP.

I hold a PhD in mathematics from Boston College, where my area of research was low-dimensional topology and knot theory.

• Fall' 24: Mathematical Foundations of Computational Linguistics 2
• Spring '24: Bayesian Statistics and Applications
• Spring '23: Linear Algebra for Machine Learning

• AuToMATo: An Out-Of-The-Box Persistence-Based Clustering Algorithm, under review.
  Marius Huber, Sara Kališnik, and Patrick Schnider
  [arXiv preprint |code |bib ]
• Ribbon cobordisms as a partial order, Mathematical Research Letters, Vol.30, No. 5, 2023.
  [http |bib ]
• Ribbon cobordisms between lens spaces, Pacific Journal of Mathematics, Vol. 315, No. 1, 2021.
  [http |bib ]

• SoaPy: A Python package for Seifert fibered spaces A Python package for low-dimensional topologists that computes certain Heegaard Floer theoretic and classical invariants of Seifert fibered rational homology spheres. Available on my GitHub.