On parallel two-stage methods for Hermitian positive definite matrices with applications to preconditioning.
On the correctness of some bisection-like parallel eigenvalue algorithms in floating point arithmetic.
On the fourth order root finding methods of Euler's type.
On the numerical solution of the diffusion equation with a nonlocal boundary condition.
On the parallel domain decomposition algorithms for time-dependent problems.
On the parallel solution of tridiagonal systems by wrap-around partitioning and incomplete LU factorization.
Parallel algorithm for solving the Black-Scholes equation
Parallel algorithm for spatially one-and two-dimensional initial-boundary-value problem for a parabolic equation
A generalization of the spatially one-dimensional parallel pipe-line algorithm for solution of the initial-boundary-value problem using explicit difference method to the two-dimensional case is presented. The suggested algorithm has been verified by implementation on a workstation-cluster running under PVM (Parallel Virtual Machine). Theoretical estimates of the speed-up are presented.
Parallel algorithms for initial and boundary value problems for linear ordinary differential equations and their systems
Parallel and superfast algorithms for Hankel systems of equations.
Parallel cyclic odd-even reduction algorithms for solving general tridiagonal periodic systems on parallel computers
Parallel dynamic programming algorithms: Multitransputer systems
The present paper discusses real parallel computations. On the basis of a selected group of dynamic programming algorithms, a number of factors affecting the efficiency of parallel computations such as, e.g., the way of distributing tasks, the interconnection structure between particular elements of the parallel system or the way of organizing of interprocessor communication are analyzed. Computations were implemented in the parallel multitransputer SUPER NODE 1000 system using from 5 to 50 transputers....
Parallel fully coupled Schwarz preconditioners for saddle point problems.
Parallel implementation of Wavelet-Galerkin method
We present here some details of our implementation of Wavelet-Galerkin method for Poisson equation in C language parallelized by POSIX threads library and show its performance in dimensions .
Parallel method for initial value problems for linear ordinary differential equations: speed up estimation
Parallel methods for solving partial differential equations
Parallel methods for solving the linear algebraic systems.
Parallel methods in image recovery by projections onto convex sets
Parallel Nonlinear Multisplitting Methods.
Parallel realization of the finite difference method solution of the Poisson-Boltzmann equation