H.J.C.E. (Rick) Sengers

H.J.C.E. (Rick) Sengers is a Postdoctoral Researcher at the Applied Differential Geometry department of the Mathematics and Computer Science school at Eindhoven University of Technology. His work bridges mathematical theory with applications in medical imaging and computer vision.

• Education: MSc in Mathematics (TU/e, 2018), BSc in Mathematics (TU/e, 2016), PhD in Mathematics (TU/e, 2024)

Research focuses on Riemannian geometry, optimal transport, and diffusion tensor imaging, with applications in high-angular MRI and geodesic tractography. Key themes include data-driven metrics, fiber bundle coherence, and geometric modeling for medical imaging.

Recent publications highlight advancements in entropic optimal transport on Lie groups, Riemannian frameworks for diffusion MRI, and harmonic-based tensor approximations. His methodology integrates differential geometry with statistical physics and computational algorithms.

• Collaborations: L. Florack, R. Duits, A. Fuster

Active in computational diffusion MRI and variational methods, his work appears in conference proceedings (MICCAI, SSVM) and journals like Frontiers in Physics. No awards or supervisory roles are disclosed in available data.