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The aim of this paper is, first, to give a unified framework for deriving several known projection methods for solving systems of linear equations.
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Row projection (RP) methods for solving linear systems of equations are algorithms that require orthogonal projections onto the set of solutions of subsets of ...
Three conjugate gradient accelerated row projection (RP) methods for nonsymmetric linear systems are presented and their properties described.
This row-projection technique is a direct method which can be interpreted as an oblique Kaczmarz-type algorithm, and is also related to other standard solution ...
Abstract. Some methods of successive approximation for the solution of simultaneous linear equations are discussed. The coefficient matrix A of the linear.
A row partitioning approach is described that yields parallel implementations suitable for a wide range of computer architectures, requires only a few ...
Three conjugate gradient accelerated row projection (RP) methods for nonsymmetric linear systems are presented and their properties described.
Abstract. We analyze a class of Krylov projection methods but mainly concentrate on a specific conjugate gradient (CG) implementation by Smith, Peterson, ...
Abstract. Row projection (RP) methods are a class of algorithms for solving general linear systems. The de ning characteristic of RP methods is that the ...
Abstract. Three conjugate gradient accelerated row projection (RP) methods for nonsymmetric linear systems are presented and their properties described.