We consider a new element-by-element algebraic multilevel block-ILU preconditioner for linear systems with an underlying element structure. The multilevel block-ILU factorization is formed in an element-by-element fashion. The resulting preconditioner has a high degree of inherent parallelism and uses BLAS3 and LAPACK routines during construction. The resulting algorithm also resembles the multifrontal method well. Our numerical experiments demonstrate the effectiveness of the preconditioner relative to ARMS and ILUT on some problems from computational fluid dynamics.status: publishe
A multi-level preconditioned iterative method based on a multi-level block ILU factorization precond...
We report the development of a parallel algorithm for computing ILU preconditioners. The algorithm a...
Recently, substantial progress has been made in the development of multilevel ILU-factorizations. Th...
Current preconditioning techniques for Krylov-subspace methods do not focus on computational efficie...
We investigate a new element-by-element multilevel block-ILU preconditioner that combines the advant...
We present a class of parallel preconditioning strategies built on a multilevel block incomplete LU ...
We introduce block versions of the multi-elimination incomplete LU (ILUM) factorization precondition...
Recently, substantial progress has been made in the development of multilevel ILU-factorizations. Th...
Incomplete factorization preconditioners such as ILU, ILUT and MILU are well-known robust general-pu...
AbstractThis paper introduces several strategies to deal with pivot blocks in multi-level block inco...
Parallel finite element solvers based on ILU preconditionings are developed, implemented and tested ...
Incomplete factorization preconditioners such as ILU, ILUT and MILU are well-known robust general-pu...
This paper describes a domain-based multi-level block ILU preconditioner (BILUTM) for solving genera...
AbstractWe propose new parallelizable block ILU (incomplete LU) factorization preconditioners for a ...
Made available in DSpace on 2018-12-20T13:40:32Z (GMT). No. of bitstreams: 1 tese_12697_Leonardo_The...
A multi-level preconditioned iterative method based on a multi-level block ILU factorization precond...
We report the development of a parallel algorithm for computing ILU preconditioners. The algorithm a...
Recently, substantial progress has been made in the development of multilevel ILU-factorizations. Th...
Current preconditioning techniques for Krylov-subspace methods do not focus on computational efficie...
We investigate a new element-by-element multilevel block-ILU preconditioner that combines the advant...
We present a class of parallel preconditioning strategies built on a multilevel block incomplete LU ...
We introduce block versions of the multi-elimination incomplete LU (ILUM) factorization precondition...
Recently, substantial progress has been made in the development of multilevel ILU-factorizations. Th...
Incomplete factorization preconditioners such as ILU, ILUT and MILU are well-known robust general-pu...
AbstractThis paper introduces several strategies to deal with pivot blocks in multi-level block inco...
Parallel finite element solvers based on ILU preconditionings are developed, implemented and tested ...
Incomplete factorization preconditioners such as ILU, ILUT and MILU are well-known robust general-pu...
This paper describes a domain-based multi-level block ILU preconditioner (BILUTM) for solving genera...
AbstractWe propose new parallelizable block ILU (incomplete LU) factorization preconditioners for a ...
Made available in DSpace on 2018-12-20T13:40:32Z (GMT). No. of bitstreams: 1 tese_12697_Leonardo_The...
A multi-level preconditioned iterative method based on a multi-level block ILU factorization precond...
We report the development of a parallel algorithm for computing ILU preconditioners. The algorithm a...
Recently, substantial progress has been made in the development of multilevel ILU-factorizations. Th...