SCIENTIFIC Program
The WAVES conference disseminates latest advances in theoretical and computational modelling of wave phenomena, both in science and technology. The themes include, but are not limited to, the following: Forward and Inverse Scattering; Fast Computational Techniques; Numerical Analysis; Approximate Boundary Conditions; Domain Decomposition; Analytical & Asymptotic Methods; Nonlinear Wave Phenomena; Homogenization of Wave Problems; Waves and Coastal Modeling; Guided Waves and Random Media; Medical and Seismic Imaging; Water Waves and Coastal Modeling; Flow-Acoustic Interaction; Modelling Aspects in Photonics.
In addition to the general submission track, WAVES 2019 will feature the following special thematic mini-symposia:
- M1: Frames and PDEs
Organizer: Peter Balazs, Helmut Harbrecht - M2: Analysis and numerical methods for wave problems in heterogeneous media and complicated domains
Organizer: Lise-Marie Imbert-Gérard, Andrea Moiola, Euan Spence - M3: Wave Phenomena: Analysis and Numerics
Organizer: Wolfgang Reichel, Marlis Hochbruck - M4: Nonlinear acoustics: analytical and numerical aspects
Organizer: Barbara Kaltenbacher, Mechthild Thalhammer - M5: Wave propagation and imaging in complex media
Organizer: Chrysoula Tsogka, Arnold Kim - M6: Modelling and numerical simulation of flow-acoustic interaction
Organizer: Manfred Kaltenbacher, Claus-Dieter Munz - M7: Modern fast Boundary Element formulations for wave propagation problems
Organizer: Martin Schanz, Stephanie Chaillat-Loseille - M8: Tent-Pitching Space-Time Methods for Nonlinear Waves
Organizer: Robert Haber, Joachim Schöberl - M9: Sweeping preconditioners and related iterative solvers for the Helmholtz equation
Organizer: Martin Gander, Thorsten Hohage - M10: Resonant-state expansion of waves in the near- and far-field
Organizer: Stefan Rotter, Thomas Weiss - M11: Asymptotic models for the wave propagation in presence of periodic structures
Organizer: Sonia Fliss, Berangere Delourme