Category:Computer algebra systems

A computer algebra system (CAS) is a software program that facilitates symbolic mathematics. Typically, these systems include

• arbitrary precision (bignum) arithmetic, allowing for instance to evaluate pi to 10,000 digits.
• symbolic manipulation engine, to simplify algebraic expressions, differentiate and integrate functions and solve equations
• graphing facility, to produce graphs of functions, typically in two and three dimensions
• linear algebra subsystem, to allow matrix computations and solving of systems of linear equations
• high level programming language, allowing users to implement their own algorithms

Articles in category "Computer algebra systems"

There are 21 articles in this category.

Computer algebra system A ABAQUS Axiom computer algebra system C CoCoA System D Derive computer algebra system E Eigenmath G GAP computer algebra system

G cont. GiNaC M Macaulay computer algebra system Macsyma Magma computer algebra system Maple computer algebra system MathCad Mathematica Maxima

M cont. MuPAD P PARI-GP computer algebra system R Reduce computer algebra system S SINGULAR computer algebra system V VEGA computer algebra system Y Yacas