Add to ORKGWe 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
Abstract. In this article we compare the efficiency of the computer algebra systems Maple and Sage, ...
AbstractNowadays polynomial system solvers are involved in sophisticated computations in algebraic g...
A typical applied mathematical computation is a blend of symbolic and numerical manipulations. 'With...
We report on some experiences with the general purpose Computer Algebra Systems (CAS) Axiom, Macsyma...
This thesis examines the algorithmic and practical challenges of solving systems of polynomial equat...
AbstractIn this introductory paper to the special issue, I describe first my personal view of the hi...
Solving equations and systems of equations symbolically is a key feature of every Computer Algebra S...
International audienceWe present a new open source C library \texttt{msolve} dedicated to solving ...
We report on some experience with a new version of the well known Gröbner algorithm with factorizati...
Today, certain computer software systems exist which surpass the computational ability of researcher...
Lifting techniques are some of the main tools in solving a variety of different computational proble...
In recent years a number of algorithms have been designed for the "inverse" computational ...
One of the core commands in the RegularChains library isTriangularize. The underlying decomposes the...
Polynomial system solvers are involved in sophisticated computations in algebraic geometry as well a...
International audienceIn this introductory paper to the special issue, I describe first my personal ...
Abstract. In this article we compare the efficiency of the computer algebra systems Maple and Sage, ...
AbstractNowadays polynomial system solvers are involved in sophisticated computations in algebraic g...
A typical applied mathematical computation is a blend of symbolic and numerical manipulations. 'With...
We report on some experiences with the general purpose Computer Algebra Systems (CAS) Axiom, Macsyma...
This thesis examines the algorithmic and practical challenges of solving systems of polynomial equat...
AbstractIn this introductory paper to the special issue, I describe first my personal view of the hi...
Solving equations and systems of equations symbolically is a key feature of every Computer Algebra S...
International audienceWe present a new open source C library \texttt{msolve} dedicated to solving ...
We report on some experience with a new version of the well known Gröbner algorithm with factorizati...
Today, certain computer software systems exist which surpass the computational ability of researcher...
Lifting techniques are some of the main tools in solving a variety of different computational proble...
In recent years a number of algorithms have been designed for the "inverse" computational ...
One of the core commands in the RegularChains library isTriangularize. The underlying decomposes the...
Polynomial system solvers are involved in sophisticated computations in algebraic geometry as well a...
International audienceIn this introductory paper to the special issue, I describe first my personal ...
Abstract. In this article we compare the efficiency of the computer algebra systems Maple and Sage, ...
AbstractNowadays polynomial system solvers are involved in sophisticated computations in algebraic g...
A typical applied mathematical computation is a blend of symbolic and numerical manipulations. 'With...