Adam Kanigowski

Adam Kanigowski is an Associate Professor in the Mathematics Department at the University of Maryland. His research focuses on dynamical systems, particularly smooth flows, spectral theory, and mixing properties.

• Key Research Areas: Ergodic theory, parabolic systems, area-preserving flows, and spectral analysis.
• Publication Trends: Recent work examines chaotic properties of smooth systems, multiple mixing phenomena, and spectral singularities across surfaces of varying genus. Articles also address arithmetic applications, including prime number theorems for skew products.
• Technical Themes: Rigidity, slow entropy, Fourier uniformity, and the interplay between deterministic sequences and dynamical systems.