Organizers:

  • Victorita Dolean (LJAD)
  • Maxime Ingremeau (LJAD)
  • Stéphane Lanteri (Inria Sophia Antipolis-Méditerranée)

Topic:

Wave propagation problems in physics and biology can be studied in many different mathematical ways: they can be approached numerically, their spectrum can be computed; one can also study the formal properties of the underlying evolution equation. This meeting is widely open to all mathematicians working on wave propagation problems, both linear and non-linear, from an applied, computational or theoretical point of view.

Contact:

Please contact maxime.ingremeau@unice.fr

Contributions

Hossein Aghamiry : Full-waveform inversion: the leading imaging technique 18

Christian Arends : Spectral Correspondences for Locally Symmetric Spaces - The Case of Exceptional Parameters 3

Maximilian Bernkopf : Convergence analysis of Galerkin discretizations of the Helmholtz equation in piecewise smooth media 19

Sahar Borzooei : A preliminary investigation on numerical solution of a hand-held high-resolution medical scanner 4

Josselin Defrance : On contour integral methods for the derivation of quasinormal modes 5

Jean-François Fritsch : Propagation of acoustic waves in buried waveguides: modelling of the forward problem and imaging with sampling methods 17

Andre Galligo : Roots of iterated derivatives of Random polynomials and transport equations. 6

Zakaria Kassali : Helmholtz equation in periodic structures 7

Pierre Marchand : Applying GMRES to the Helmholtz equation with strong trapping: how does the number of iterations depend on the frequency? 8

Ilyes Moufid : Time-domain numerical modeling of acoustic wave propagation in rigid porous media. 9

Ngoc_Nhi Nguyen : Fermionic $L^p$ estimates 10

Anouk Nicolopoulos : Corners and cross-points in DDM for Helmholtz equation 1

Francesco Pegoraro : Electromagnetic solitons propagating in the nonlinear quantum vacuum 2

Nathan Rouxelin : Simple Absorbing Boundary Conditions for the convected Helmholtz equation 11

Philipp Schuette : Weighted Zeta Functions - Meromorphic Continuation & Numerical Investigation 12

Vinduja Vasanthan : PML applied to spacetime Trefftz-DG numerical formulation for the acoustic wave equation 13

Romain Veltz : BifurcationKit.jl: towards automatic numerical bifurcation analysis of large systems 14

Lasse Wolf : Higher rank quantum-classical correspondence 15