Add to ORKGThe hardware-oriented algorithms for solution of the linear algebraic equation systems with real and complex matrix according to the Gauss, Gauss - Jordan and Givens methods have been developed. The use of the developed algorithms enables to decrease sufficiently the hardware costs in comparison with hardware realization of the known classic algorithms at other equal conditions. The board-accelerator enables to decrease the time of solving problems on the digtal processing of the seismic data on the IBM PC/AT computer 1,5 timeAvailable from VNTIC / VNTIC - Scientific & Technical Information Centre of RussiaSIGLERURussian Federatio
The work covers the algorithms of large mathematical operations for the spectral methods of solving ...
We have advanced the application of algorithms within a method of basic matrices, which are equipped...
Algorithms in Computer Algebra base on algebraic concepts and aim at finding exact solutions. Comput...
The hardware-oriented algorithms for the fast Hauscholder transformation have been developed, and th...
Significant improvements on Field Programmable Gate Arrays (FPGAs) have been developed recent years....
The study deals with systems of linear algebraic equations and algorithms of their solution with a g...
The work is concerned with the linear algebraic equation systems (LAES) with matrixes the non-zero e...
AbstractThe increasing availability of advanced-architecture computers has a significant effect on a...
In this paper we consider the data distribution and data movement issues related to the solution of ...
For solving systems of linear algebraic equations with block-tridiagonal matrices arising in geoelec...
Several methods to solve a system of linear equations with real and complex coefficients exist. The ...
This paper shows the abilities of the parallel processing in the solution of linear equation systems...
A simple solver for linear integer systems is designed and accelerated on aCycloneV SoC chip that co...
AbstractIn this paper we present two efficient algorithms for the parallel solution of n × n dense l...
IEEE Computer SocietyInternational audienceThis paper gives an analysis and an evaluation of linear ...
The work covers the algorithms of large mathematical operations for the spectral methods of solving ...
We have advanced the application of algorithms within a method of basic matrices, which are equipped...
Algorithms in Computer Algebra base on algebraic concepts and aim at finding exact solutions. Comput...
The hardware-oriented algorithms for the fast Hauscholder transformation have been developed, and th...
Significant improvements on Field Programmable Gate Arrays (FPGAs) have been developed recent years....
The study deals with systems of linear algebraic equations and algorithms of their solution with a g...
The work is concerned with the linear algebraic equation systems (LAES) with matrixes the non-zero e...
AbstractThe increasing availability of advanced-architecture computers has a significant effect on a...
In this paper we consider the data distribution and data movement issues related to the solution of ...
For solving systems of linear algebraic equations with block-tridiagonal matrices arising in geoelec...
Several methods to solve a system of linear equations with real and complex coefficients exist. The ...
This paper shows the abilities of the parallel processing in the solution of linear equation systems...
A simple solver for linear integer systems is designed and accelerated on aCycloneV SoC chip that co...
AbstractIn this paper we present two efficient algorithms for the parallel solution of n × n dense l...
IEEE Computer SocietyInternational audienceThis paper gives an analysis and an evaluation of linear ...
The work covers the algorithms of large mathematical operations for the spectral methods of solving ...
We have advanced the application of algorithms within a method of basic matrices, which are equipped...
Algorithms in Computer Algebra base on algebraic concepts and aim at finding exact solutions. Comput...