Now showing items 1-6 of 6
A parallel implementation of Wang's method for solving tridiagonal systems
In this paper, a parallel implementation of Wang's method for solving tridiagonal system of equations on the multiprocessor machine using occam language is presented. The parallel algorithm has been designed for shared and ...
Parallel solution of linear system of equations using a column oriented approach
We present an efficient parallel algorithm for solving linear systems of equations. The algorithm runs with nine processors on Transputer array. We give the experimental, the theoretical timings and the analysis of calculation ...
The theoretical cost of sequential and parallel algorithms for solving linear systems of equations
(Shanghai University, 1996)
In this paper two parallel algorithms for solving dense linear equations are discussed. The algorithms are based on LU-decomposition followed by forward and backward substitutions. The algorithms arc numerically stable and ...
Parallel solution of linear system of equations on transputer array
This paper describes the implementation in Occam of linear system of equations solver on a network of transputer. Using Gaussian elimination with partial pivoting, we present a general solution. The experimental and the ...
Derivation of a new block method similar to the block trapezoidal rule for the numerical solution of first-order IVPs
In this paper, a new block method of the second order is presented to solve initial value problems numerically. This method is similar to the block trapezoidal rule [S. Abbas and L.M. Delves, Parallel solution of ODE's by ...
A large parallel block predictor-corrector method for initial value problems
A parallel block method of fourth order is developed for the numerical solution of the first order initial value problem (IVP). This method is suitable for implementation on Multiple Instruction Multiple Data (MIMD) machines, ...