AbstractThe EN method proposed by Eirola and Nevanlinna is extended to a block version for solving nonsymmetric linear systems with multiple right-hand sides. Some basic properties of the block-EN method are shown. We use the deflation technique in the block-EN method to delete linearly dependent vectors in the underlying block sequences and drop the corresponding linear systems or converged linear systems. However, our BEN method with deflation procedure still keeps the blockwise computation, instead of vectorwise generation of the basis vectors for the underlying block subspace. Numerical experiments show that the algorithm is efficient and robust
AbstractThe block GMRES (BGMRES) method is a natural generalization of the GMRES algorithm for solvi...
AbstractThe IDR(s) based on the induced dimension reduction (IDR) theorem, is a new class of efficie...
AbstractIn the present paper, we present smoothing procedures for iterative block methods for solvin...
AbstractThe EN method proposed by Eirola and Nevanlinna is extended to a block version for solving n...
Many applications require the solution of large nonsymmetric linear systems with multiple right-hand...
AbstractThe IDR(s) based on the induced dimension reduction (IDR) theorem, is a new class of efficie...
AbstractIn the present paper, we present smoothing procedures for iterative block methods for solvin...
The aim of this paper is to provide a theory of block projection methods for the solution of a syste...
The aim of this paper is to provide a theory of block projection methods for the solution of a syste...
Many applications require the solution of multiple linear systems that have the same coefficient mat...
We propose in this paper a residual-based simpler block GMRES method for solving a system of linear ...
AbstractBy transforming nonsymmetric linear systems to the extended skew-symmetric ones, we present ...
In this paper, we investigate the block Lanczos algorithm for solving large sparse symmetric linear ...
AbstractMany applications require the solution of multiple linear systems that have the same coeffic...
Block (including s-step) iterative methods for (non)symmetric linear systems have been studied and i...
AbstractThe block GMRES (BGMRES) method is a natural generalization of the GMRES algorithm for solvi...
AbstractThe IDR(s) based on the induced dimension reduction (IDR) theorem, is a new class of efficie...
AbstractIn the present paper, we present smoothing procedures for iterative block methods for solvin...
AbstractThe EN method proposed by Eirola and Nevanlinna is extended to a block version for solving n...
Many applications require the solution of large nonsymmetric linear systems with multiple right-hand...
AbstractThe IDR(s) based on the induced dimension reduction (IDR) theorem, is a new class of efficie...
AbstractIn the present paper, we present smoothing procedures for iterative block methods for solvin...
The aim of this paper is to provide a theory of block projection methods for the solution of a syste...
The aim of this paper is to provide a theory of block projection methods for the solution of a syste...
Many applications require the solution of multiple linear systems that have the same coefficient mat...
We propose in this paper a residual-based simpler block GMRES method for solving a system of linear ...
AbstractBy transforming nonsymmetric linear systems to the extended skew-symmetric ones, we present ...
In this paper, we investigate the block Lanczos algorithm for solving large sparse symmetric linear ...
AbstractMany applications require the solution of multiple linear systems that have the same coeffic...
Block (including s-step) iterative methods for (non)symmetric linear systems have been studied and i...
AbstractThe block GMRES (BGMRES) method is a natural generalization of the GMRES algorithm for solvi...
AbstractThe IDR(s) based on the induced dimension reduction (IDR) theorem, is a new class of efficie...
AbstractIn the present paper, we present smoothing procedures for iterative block methods for solvin...