The Klein-Gordon equation on asymptotically flat spacetimes
By Dean Baskin
On the Radon-Carleman problem in uniformly rectifiable domains
By Irina Mitrea
Appears in collection : Vorticity, Rotation and Symmetry (V) – Global Results and Nonlocal Phenomena / Vorticité, rotation et symétrie (V) – Résultats globaux et phénomènes non locaux
The purpose of this talk is to present two 1d congestion models: a soft congestion model with a singular pressure, and a hard congestion model in which the dynamic is different in the congested and non-congested zone (incompressible vs. compressible dynamic). The hard congested model is the limit of the soft one as the parameter within the singular presure vanishes. For each model, we prove the existence of traveling waves, and we study their stability. This is a joint work with Charlotte Perrin.