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首页> 外文期刊>Differential equations: A translation of differensial'nye uraveniya >On some parallel iterative methods for solving elliptic equations on triangular grids
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On some parallel iterative methods for solving elliptic equations on triangular grids

机译:关于求解三角网格上椭圆方程的一些并行迭代方法

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摘要

Equation (1.1) can be solved by iterative conjugate gradient methods with a factorized preconditioner matrix, for example, by the incomplete Cholesky factorization without fill-in (ICCG(O) [1, 2]), its modified version MICCG(O) [3, 4], and the relaxed incomplete Cholesky factorization (RICCG [5]). For these methods, the preconditioner matrix has the form B = LDLT, where L is a lower triangular matrix and D is a diagonal matrix.
机译:公式(1.1)可以通过具有因式分解的预处理器矩阵的迭代共轭梯度方法求解,例如,通过不带填充的不完整Cholesky因式分解(ICCG(O)[1,2]),其修改版本MICCG(O)[ [3,4],以及松弛的不完全Cholesky因式分解(RICCG [5])。对于这些方法,预处理器矩阵的形式为B = LDLT,其中L是下三角矩阵,D是对角矩阵。

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