Disentangled
Boudewijn Bosch

Boudewijn Bosch

I am a mathematician and physicist with a background in computational implementations. During my PhD, I gained experience with stochastic processes and geometric structures in the entanglement of curves. This work has applications in the analysis of polymer and protein structures.

Knot Theory Topological Data Analysis Differential Geometry Polymer Dynamics Geometric Machine Learning Topological Deep Learning

Work Experience

PhD Researcher in Mathematics (computational topology) 2021–2026
University of Groningen
  • Extend a stochastic model by perturbing a Gaussian Markov Random Field on a graph, in a topological context.
  • Build and optimize a computational model for numerical experimentation.
  • Compare large-scale computational results against theoretical structure.
  • Lead seminars and collaborate across teams, communicating results to both technical and non-technical audiences.
Teaching Assistant 2021–2025
University of Amsterdam & University of Groningen
  • Teach bachelor's- and master's-level mathematics; explain complex concepts clearly and design and grade assessments.

Publications and preprints

Perturbed-Alexander Invariants via Quantum Cluster Algebras Submitted preprint, 2026
B. Bosch
Tensors, Gaussians and the Alexander Polynomial Submitted preprint, 2025
B. Bosch
The Large-Color Expansion Derived from the Universal Invariant Preprint, 2024
B. Bosch

Education

Double Master in Mathematics and Theoretical Physics 2018–2021
University of Amsterdam
Double Bachelor in Mathematics and Physics 2015–2018
University of Amsterdam