A new variant of the Optimised Schwarz Method for arbitrary non-overlapping subdomain partitions

We propose a Schwarz-based domain decomposition method for solving a dis- persion equation consisting on the linearized KdV equation without the ad- vective term, using simple

Experiments performed on multichannel speech data and on home automation sensors for Voice Activity Detection and multi-resident localization as well as natural language

We also applied the modified Bank-Jimack algorithm to the ⌘ equation in one spatial dimension and we showed that the method is an optimized Schwarz method with a special

We will prove the convergence of such algorithms and give some theoretical results related to the choice of the location of the coupling interface, and the control of the

Multiplication with unit vectors in along- track, cross-track and radial

Au vu de ces résultats, l’utilisation du système au niobium(V) cationique n’étant pas envisageable pour une version énantiosélective de la

Moreover, note that unlike the famous bun- dle methods the solution of the auxiliary quadratic programming problem is obtained in the proposed method by the formula, and this fact

20 2.2 Optimized Schwarz Waveform Relaxation Methods For One Dimensional Heat Equation With First Order Transmission