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A generalized block FSAI preconditioner for nonsymmetric linear systems.(English)Zbl 1314.65044

Summary: The efficient solution to nonsymmetric linear systems is still an open issue, especially on parallel computers. In this paper, we generalize to the unsymmetric case the Block Factorized Sparse Approximate Inverse (Block FSAI) preconditioner which has already proved very effective on symmetric positive definite (SPD) problems. Block FSAI is a hybrid approach combining an “inner” preconditioner, with the aim of transforming the system matrix structure to block diagonal, with an “outer” one, a block diagonal incomplete or exact factorization intended to improve the conditioning of each block. The proposed algorithm is experimented with in a number of large size matrices showing both a good robustness and scalability.

MSC:

65F08 Preconditioners for iterative methods
65F10 Iterative numerical methods for linear systems
65Y05 Parallel numerical computation

Software:

BFSAI-IC

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