Convergence and optimization of the parallel method of simultaneous directions for the solution of elliptic problems
The authors perform a detailed analysis of the convergence and optimization of parallel fractional step methods and simultaneous directions methods for elliptic problems. They describe the behavior of the method and specify the good choice of the parameters. Also, they study the efficiency of the parallelization. The theoretical results are confirmed with some 2D, 3D and higher dimensional test problems.
scientific article; zbMATH DE number 5368382
scientific article