We report on some experiences with the general purpose Computer Algebra Systems (CAS) Axiom, Macsyma, Maple, Mathematica, MuPAD, and Reduce solving systems of polynomial equations and the way they present their solutions. This snapshot (taken in the spring 1996) of the current power of the different systems in a special area concentrates both on CPU-times and the quality of the output
This thesis examines the algorithmic and practical challenges of solving systems of polynomial equat...
There are discussed implementational aspects of the special-purpose computer algebra system FELIX de...
How should one design and implement a program for the multiplication of sparse polynomials? This is ...
We report on some experiences with the general purpose Computer Algebra Systems (CAS) Axiom, Macsyma...
Solving equations and systems of equations symbolically is a key feature of every Computer Algebra S...
Today, certain computer software systems exist which surpass the computational ability of researcher...
Abstract. In this article we compare the efficiency of the computer algebra systems Maple and Sage, ...
International audienceWe present a new open source C library \texttt{msolve} dedicated to solving ...
The algebra system REDUCE is introduced by the exposition of a number of sample problems. While thes...
MSP-268 - Integrating Symbolic and Numeric Computations: Algorithms and Software I-IIInternational a...
Showing the power of computer algebra systems for a quick analysis of (applied) mathematical problem...
We compare and contrast several techniques for the implementation ofcomponents of an algebraic manip...
Polynomial System Solving: New Research DirectionsInternational audienceno abstrac
Modular algorithms for linear equations solution, matrix inversion, determinant calculation, null sp...
This work discusses computational capabilities of the programs belonging to the CAS (Computer Algebr...
This thesis examines the algorithmic and practical challenges of solving systems of polynomial equat...
There are discussed implementational aspects of the special-purpose computer algebra system FELIX de...
How should one design and implement a program for the multiplication of sparse polynomials? This is ...
We report on some experiences with the general purpose Computer Algebra Systems (CAS) Axiom, Macsyma...
Solving equations and systems of equations symbolically is a key feature of every Computer Algebra S...
Today, certain computer software systems exist which surpass the computational ability of researcher...
Abstract. In this article we compare the efficiency of the computer algebra systems Maple and Sage, ...
International audienceWe present a new open source C library \texttt{msolve} dedicated to solving ...
The algebra system REDUCE is introduced by the exposition of a number of sample problems. While thes...
MSP-268 - Integrating Symbolic and Numeric Computations: Algorithms and Software I-IIInternational a...
Showing the power of computer algebra systems for a quick analysis of (applied) mathematical problem...
We compare and contrast several techniques for the implementation ofcomponents of an algebraic manip...
Polynomial System Solving: New Research DirectionsInternational audienceno abstrac
Modular algorithms for linear equations solution, matrix inversion, determinant calculation, null sp...
This work discusses computational capabilities of the programs belonging to the CAS (Computer Algebr...
This thesis examines the algorithmic and practical challenges of solving systems of polynomial equat...
There are discussed implementational aspects of the special-purpose computer algebra system FELIX de...
How should one design and implement a program for the multiplication of sparse polynomials? This is ...
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