Titlebook: Domain Decomposition Methods in Science and Engineering XXII; Thomas Dickopf,Martin J. Gander,Luca F. Pavarino Conference proceedings 2016

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https://doi.org/10.1007/978-3-211-75784-0eveloping area of scientific research. In many applications these systems are very large, sparse and therefore it is vital to construct (quasi-)optimal iterative methods that converge independently of problem parameters.

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Anmerkungen zur Eroberung des Untergrundsn [3] we proposed a stochastic domain decomposition (SDD) method to find adaptive meshes for steady state problems by solving a linear elliptic mesh generator. The SDD approach, as originally formulated in [1], relies on a numerical evaluation of the probabilistic form of the exact solution of the l

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Debrief

Zur Visuellen Darstellbarkeit der Spracheuse a shift into the complex plane of the wave number in the operator, and then to use the shifted operator as a preconditioner for a Krylov method. The hope is that due to the shift, it becomes possible to use standard multigrid to invert the preconditioner, and if the shift is not too big, it is s

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