I am a postdoctoral researcher working with Lena Jäger at the Digital Linguistics Lab, on a Sinergia grant funded by the SNSF. I hold a PhD in mathematics from Boston College, where my area of research was low-dimensional topology and knot theory.

• Spring '23: Linear Algebra for Machine Learning

• Ribbon cobordisms as a partial order. Preprint. arXiv:2204.12372 [math.GT].
• Ribbon cobordisms between lens spaces. Pacific Journal of Mathematics, Vol. 315, No. 1, 2021.

• Schlesinger-Kozinec-Algorithm A Jupyter notebook with an implementation and explanation of the Schlesinger-Kozinec algorithm for finding optimal separating hyperplanes. Available on my GitHub.
• 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.