Peter Polacik

Peter Polacik is a Professor at the School of Mathematics, University of Minnesota, specializing in partial differential equations and dynamical systems. His research focuses on the asymptotic behavior of solutions, symmetry properties, and global dynamics of reaction-diffusion and semilinear heat equations.

• Key areas: PDEs, nonlinear dynamics, asymptotic symmetry
• Contact: polacik@umn.edu

His recent work examines radial and quasiperiodic solutions, stability of subharmonic structures, and Liouville-type theorems. Publications span rigorous analyses of convergence, blow-up phenomena, and spectral properties.