Sebastian Throm

Sebastian Throm is an Assistant Professor at the Department of Mathematics and Mathematical Statistics, Umeå University. His research focuses on mathematical analysis of partial differential equations, dynamical systems, and modeling of complex networks.

His work explores the relaxation properties of Sobolev spaces, spectral gap analysis for dissipative Boltzmann equations with Maxwell interactions, and stability of self-similar solutions in inelastic kinetic models. He also investigates space-fractional Swift–Hohenberg equations for pattern formation and nonlinear dynamics.

Recent publications highlight his contributions to spectral gap theory for Boltzmann equations, stability analysis of self-similar profiles in 1D inelastic collisions, and amplitude equations for fractional pattern-forming systems. These studies span mathematical physics, nonlinear analysis, and applied mathematics.