Selected talks
- Wave-Ned 2026: Weakening the regularity assumptions under which the $hp$-FEM for Helmholtz is pollution free, Minisymposium: Frequency-domain wave problems, Netherlands, August, 2026
- Wave-Ned 2026: Fractional damping is strong enough to ensure global existence for a nonlinear JMGT model, Minisymposium: Inverse Problems for Nonlinear or Nonlocal Wave Models, Netherlands, August, 2026
- Waves 2026: The $hp$-FEM does not suffer from the pollution effect for piecewise-smooth Helmholtz problems with Gevrey regularity at boundaries, Minisymposium: Helmholtz, Canada, June, 2026
- Bath Numerical Analysis Seminar: Wavenumber-robust approximation for the Helmholtz equation, Bath, April, 2026
- Bath Analysis Seminar: Global solutions to a time-fractional nonlinear acoustics model, Bath, November, 2025
- ACOMEN: On the existence of strong solutions to a heat-conducting fluid system with general Dirichlet boundary conditions, Belgium, September, 2025
- ÖMG-DMV Meeting: On strong solutions to some open fluid systems, Austria, September, 2025
- Lothar Collatz Seminar: Local and global strong solutions to the Navier-Stokes system with general Dirichlet boundary conditions, Germany, 2025
- IPMS: Analysis of wave equations describing ultrasound propagation in complex media, Minisymposium: Applied Inverse Problems and Partial Differential Equations, Malta, May 2024
- GAMM Meeting: Parameter-asymptotic behavior of integro-differential models of nonlinear acoustics, Minisymposium: Applied Analysis, Germany, March 2024
- 3rd Alps-Adriatic Inverse Problems Workshop: Wave phenomena governed by fractional Moore-Gibson-Thompson equations, Austria, July 2023
- PoWER Workshop: Singular limits and asymptotic-preserving mixed approximations of quasilinear wave equations, Italy, July 2023
- WAVES Conference: Analysis of shape optimization problems for the Kuznetsov equation, Minisymposium: New trends in nonlinear acoustics and related phenomena, France, July 2022
- Conference on Mathematics of Wave Phenomena 2022: Shape sensitivity analysis for optimization problems in nonlinear acoustics, Minisymposium: Analysis and Numerics of Nonlinear Acoustic Waves in Relaxing Media, Germany, February 2022
