

High-dimentional classification with deep neural networks: decision boundaries, noise, and margin
By Philipp Petersen


New dynamical low-complexity approximations for the Schrödinger equation
By Virginie Ehrlacher
By Pascal Omnes
Appears in collections : CEMRACS: Numerical challenges in parallel scientific computing / CEMRACS : Défis numériques en calcul scientifique parallèle, Exposés de recherche
We review Optimized Schwarz waveform relaxation methods which are space-time domain decomposition methods. The main ideas are explained on the heat equation, and extension to advection-diffusion equations are illustrated by numerical results. We present the Schwarz for TrioCFD project, which aims at using this kind of methods for the Stokes equations.