A data parallel algorithm is described for solving functional matrix equations, using evaluation and rational interpolation based on Thiele's reciprocal differences
AbstractA new algorithm for sparse multivariate polynomial interpolation is presented. It is a multi...
This paper describes a systolic algorithm for interpolation and evaluation of polynomials over any f...
We present parallel algorithms for fast polynomial interpolation. These algo-rithms can be used for ...
This paper describes a data parallel algorithm for the inversion of polynomial matrix using evaluati...
In this article the authors develop some algorithms and tools for solving matrix problems on paralle...
This paper describes a systolic algorithm for rational interpolation based on Thiele's reciprocal di...
Given n + 1 distinct points and arbitrary order derivative information at these points, a parallel a...
Algorithms are often parallelized based on data dependence analysis manually or by means of parallel...
We present parallel algorithms for the computation and evaluation of interpolating polynomials. The ...
The n ed for effective parallel methods for solving problems in science and engineering well recogni...
International audienceThe purpose of this article is to propose ODE based approaches for the numeric...
(parallel computers and algorithms too). In this sense the paper is devoted to a complex performance...
We review some of the most important results in the area of fast parallel algorithms for the solutio...
We survey general techniques and open problems in numerical linear algebra on parallel architectures...
We are interested in the approximation of the exponential function on a real interval by a particula...
AbstractA new algorithm for sparse multivariate polynomial interpolation is presented. It is a multi...
This paper describes a systolic algorithm for interpolation and evaluation of polynomials over any f...
We present parallel algorithms for fast polynomial interpolation. These algo-rithms can be used for ...
This paper describes a data parallel algorithm for the inversion of polynomial matrix using evaluati...
In this article the authors develop some algorithms and tools for solving matrix problems on paralle...
This paper describes a systolic algorithm for rational interpolation based on Thiele's reciprocal di...
Given n + 1 distinct points and arbitrary order derivative information at these points, a parallel a...
Algorithms are often parallelized based on data dependence analysis manually or by means of parallel...
We present parallel algorithms for the computation and evaluation of interpolating polynomials. The ...
The n ed for effective parallel methods for solving problems in science and engineering well recogni...
International audienceThe purpose of this article is to propose ODE based approaches for the numeric...
(parallel computers and algorithms too). In this sense the paper is devoted to a complex performance...
We review some of the most important results in the area of fast parallel algorithms for the solutio...
We survey general techniques and open problems in numerical linear algebra on parallel architectures...
We are interested in the approximation of the exponential function on a real interval by a particula...
AbstractA new algorithm for sparse multivariate polynomial interpolation is presented. It is a multi...
This paper describes a systolic algorithm for interpolation and evaluation of polynomials over any f...
We present parallel algorithms for fast polynomial interpolation. These algo-rithms can be used for ...
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