معرفی
Jörg Weber is a Research Fellow at the University of Vienna's Department of Mathematics, mentored by Adrian Constantin. He obtained his doctorate in 2020 from the University of Bayreuth under Gerhard Rein and previously held a postdoctoral position at Lund University with Erik Wahlén.
His research focuses on nonlinear partial differential equations with applications in:
- Fluid Mechanics: Steady water waves (Euler equations), vorticity, critical layers, and axisymmetric flows.
- Kinetic Theory: Vlasov-Poisson/Maxwell systems, plasma control, and confined steady states.
Weber's publications emphasize mathematical analysis of wave phenomena and plasmas, with recurring themes in vorticity dynamics, bifurcation theory, and optimal control. Over 80% of his recent work involves Analysis of PDEs or Mathematical Physics.
He leads the FWF ESPRIT grant "Overhanging water waves: new challenges and perspectives" (2025) and teaches courses including Fluid Dynamics and Advanced PDEs.
Weber actively participates in academic initiatives, such as co-organizing the minisymposium "Bifurcation and Pattern Formation in Dynamical Systems" (2025) and joining research programs at the Erwin Schrödinger Institute.
