Alexander Komech

Alexander Komech is a Researcher at the Institute of Mathematics, University of Natural Resources and Life Sciences, Vienna (BOKU), focusing on mathematical physics, quantum mechanics, and nonlinear partial differential equations. His work bridges Hamiltonian PDEs, soliton theory, and scattering asymptotics.

• Email: alexander.komech@boku.ac.at
• Mailing Address: Institute of Mathematics, Gregor-Mendel-Straße 33, 1180 Vienna, Austria

Research Interests: Dr. Komech investigates attractors and stability of stationary states in nonlinear wave and field equations. His core work includes Maxwell-Lorentz systems, Klein-Gordon equations, Dirac field interactions, and soliton dynamics, with applications to quantum mechanics and crystal models.

Publication Trends: His 15 most recent articles (2017-2023) focus on Hamiltonian PDEs, soliton stability, scattering theory, and discrete space-time models. Key themes include energy decay, asymptotic completeness, and quantum-classical correspondence via rigorous mathematical frameworks.

Collaborations: Coauthoring with Elena Kopylova, Tatiana Dudnikova, and Boris Vainberg, he explores connections between nonlinear oscillators, wave equations, and statistical mechanics.