Add to ORKGA typical applied mathematical computation is a blend of symbolic and numerical manipu-lations. 'With the advent of computers the range of the numerical methodts is dramaticaly broadened. The purpose of this paper is not to communicate new mathematical results. It is rather to dreW some attention to the symbolic comput2.tions by describing an elemntary reduction procedure for systems of multivariate polynomiai equations
The power of the symbolic math system REDUCE for solving large and difficult problems in science and...
In this paper an algorithm that provides an equivalent, but of reduced order, representation for mul...
AbstractResultants characterize the existence of roots of systems of multivariate nonlinear polynomi...
A typical applied mathematical computation is a blend of symbolic and numerical manipulations. 'With...
AbstractComputational methods for manipulating sets of polynomial equations are becoming of greater ...
In an earlier paper we had motivated and described am algorithm for the computation of the zeros of ...
The application of symbolic computation to the algebraic design of linear multivariable control syst...
This paper is dedicated to our beloved friend and colleague Jean Pierre Dedieu. Abstract. These page...
Abstract: The problem of eliminating variables from a set of polynomial equations arises in many sym...
Contribution à un ouvrage.International audienceIn many branches of science and engineering where ma...
In the process of eliminating variables in a symbolic polynomial system, the extraneous factors are ...
AbstractThese pages are a first attempt to compare the efficiency of symbolic and numerical analysis...
AbstractWe briefly survey several existing methods for solving polynomial systems with inexact coeff...
The talk gives a survey on some symbolic algorithmic methods for solving systems of algebraic equati...
We discuss how to decompose the zero set of a multivariate polynomial system withinexact coefficient...
The power of the symbolic math system REDUCE for solving large and difficult problems in science and...
In this paper an algorithm that provides an equivalent, but of reduced order, representation for mul...
AbstractResultants characterize the existence of roots of systems of multivariate nonlinear polynomi...
A typical applied mathematical computation is a blend of symbolic and numerical manipulations. 'With...
AbstractComputational methods for manipulating sets of polynomial equations are becoming of greater ...
In an earlier paper we had motivated and described am algorithm for the computation of the zeros of ...
The application of symbolic computation to the algebraic design of linear multivariable control syst...
This paper is dedicated to our beloved friend and colleague Jean Pierre Dedieu. Abstract. These page...
Abstract: The problem of eliminating variables from a set of polynomial equations arises in many sym...
Contribution à un ouvrage.International audienceIn many branches of science and engineering where ma...
In the process of eliminating variables in a symbolic polynomial system, the extraneous factors are ...
AbstractThese pages are a first attempt to compare the efficiency of symbolic and numerical analysis...
AbstractWe briefly survey several existing methods for solving polynomial systems with inexact coeff...
The talk gives a survey on some symbolic algorithmic methods for solving systems of algebraic equati...
We discuss how to decompose the zero set of a multivariate polynomial system withinexact coefficient...
The power of the symbolic math system REDUCE for solving large and difficult problems in science and...
In this paper an algorithm that provides an equivalent, but of reduced order, representation for mul...
AbstractResultants characterize the existence of roots of systems of multivariate nonlinear polynomi...