معرفی
Tomáš Dohnal is a Professor at the Institute of Mathematics, Martin Luther University Halle-Wittenberg, Germany. His research lies at the intersection of partial differential equations, wave dynamics, and mathematical physics, with a focus on dispersive and nonlinear PDEs, bifurcation theory, and spectral analysis.
- Education: PhD in Mathematics (University of New Mexico, 2005), Habilitation at Karlsruhe Institute of Technology (2012).
- Current Research: Waves in periodic media, surface plasmon polaritons, amplitude equations, numerical methods for nonlinear waves, and spectral problems.
- Recent Articles: 15 most recent works span nonlinear Schrödinger-Poisson systems, Choquard equations, quasilinear Maxwell transmission problems, bifurcation in PT-symmetric systems, and asymptotic methods in wave propagation.
- Grants: DFG projects on surface plasmon polaritons (2019-2022) and gap solitons in periodic structures (2014-2017).
- Collaborators: Alejandro Aceves, Thomas Bartsch, Guido Schneider, and others across Europe and the US.
- Software: Co-author of PDE2PATH, a MATLAB package for bifurcation analysis in elliptic systems.
Advising: Supervised 12 PhD, Master’s, and Bachelor students, including Maximilian Hanisch (Maxwell spectral analysis) and Erik Schwob (nonlinear wave equations). His scientific awards include the
- Humboldt Research Fellowship (2007-2009)
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