Macaulay computer algebra system

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MacaulayOriginal author(s)| Dave Bayer
Michael Stillman

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Written in| C
Type| Computer algebra system
License| GNU General Public License-2
Website| www.math.columbia.edu/~bayer/Macaulay

Macaulay is a computer algebra system for doing polynomial computations, particularly Gröbner basis calculations. Macaulay is designed for solving problems in commutative algebra and algebraic geometry.

It is named after Francis Sowerby Macaulay, who worked in elimination theory.

Macaulay was developed by Dave Bayer and Michael Stillman and was later completely rewritten by Daniel Grayson and Stillman as Macaulay2.

## See also

* Macaulay2
* List of computer algebra systems

## External links

* v
* t
* e

Computer algebra systems

Open-source|

* Axiom
* Cadabra
* CoCoA
* Erable
* Fermat
* FriCAS
* FORM
* GAP
* GiNaC
* Macaulay2
* Maxima
* Normaliz
* PARI/GP
* Reduce
* SageMath
* Singular
* SymPy
* Xcas/Giac
* Yacas

Proprietary|

* ClassPad Manager
* KANT
* Magma
* Maple
* Mathcad
* Mathematica
* muPAD (MATLAB symbolic math toolbox)
* SMath Studio
* TI InterActive!

Discontinued|

* CAMAL
* Derive
* LiveMath
* Macsyma
* Mathomatic
* muMATH

* Category
* List

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