This talk will be divided to three parts In the rst part we discuss the solution of linear ordinary dierential systems of equations Initial value as well as boundary value problems will be considered The second part will cover nonlinear ordinary dierential systems In this case the algorithm is based on extrapolation and as such is ecient only on small parallel computers We close with the method of lines and its use to solve partial dierential equations on parallel computer
AbstractThe recursive projection algorithm derived in a previous paper is related to several well-kn...
[[abstract]]In this paper we use hypercube computers for solving linear systems. First, the pivoting...
Nous nous intéressons, dans cette thèse, à l'étude des méthodes d'extrapolation polynômiales et à l'...
SIAM J. on Scientific and Statistical Computing, 12, (1991), 1480–1485.Here we develop and test a pa...
Extrapolation methods can be used to accelerate the convergence of vector sequences. It is shown ho...
We study the parallelization of linearly--implicit extrapolation methods for the solution of large s...
The bordering method allows recursive computation of the solution of a system of linear equations by...
AbstractSchemes for the solution of linear initial or boundary value problems on a hypercube were de...
Solving initial value problems (IVP) for ordinary differential equations (ODE) has long been believe...
Abst ract~Schemes for the solution of linear initial or boundary value problenm on a hypercube were ...
AbstractThe minimal polynomial extrapolation (MPE) and reduced rank extrapolation (RRE) are two very...
Abstract. Agroup ofparallel algorithms,and theirimplementation forsolving a special class ofnonlinea...
Richardson extrapolation (RE) is based on a very simple and elegant mathematical idea that has been ...
AbstractThe recursive doubling algorithm as developed by Stone can be used to solve a tridiagonal li...
AbstractIt is shown that the four vector extrapolation methods, minimal polynomial extrapolation, re...
AbstractThe recursive projection algorithm derived in a previous paper is related to several well-kn...
[[abstract]]In this paper we use hypercube computers for solving linear systems. First, the pivoting...
Nous nous intéressons, dans cette thèse, à l'étude des méthodes d'extrapolation polynômiales et à l'...
SIAM J. on Scientific and Statistical Computing, 12, (1991), 1480–1485.Here we develop and test a pa...
Extrapolation methods can be used to accelerate the convergence of vector sequences. It is shown ho...
We study the parallelization of linearly--implicit extrapolation methods for the solution of large s...
The bordering method allows recursive computation of the solution of a system of linear equations by...
AbstractSchemes for the solution of linear initial or boundary value problems on a hypercube were de...
Solving initial value problems (IVP) for ordinary differential equations (ODE) has long been believe...
Abst ract~Schemes for the solution of linear initial or boundary value problenm on a hypercube were ...
AbstractThe minimal polynomial extrapolation (MPE) and reduced rank extrapolation (RRE) are two very...
Abstract. Agroup ofparallel algorithms,and theirimplementation forsolving a special class ofnonlinea...
Richardson extrapolation (RE) is based on a very simple and elegant mathematical idea that has been ...
AbstractThe recursive doubling algorithm as developed by Stone can be used to solve a tridiagonal li...
AbstractIt is shown that the four vector extrapolation methods, minimal polynomial extrapolation, re...
AbstractThe recursive projection algorithm derived in a previous paper is related to several well-kn...
[[abstract]]In this paper we use hypercube computers for solving linear systems. First, the pivoting...
Nous nous intéressons, dans cette thèse, à l'étude des méthodes d'extrapolation polynômiales et à l'...