SIGSAM maintains this collection of references to computer algebra systems, to support our citation policy. Click the name of each system to see further information, links and a citation in BibTeX format. If you have suggestions for changes or additions to this list please contact Infodir_SIGSAM@acm.org.

- Axiom: a general-purpose, strongly typed, computer algebra system.
- CoCoA: a computer algebra system for doing computations in Commutative Algebra.
- Fermat: a computer algebra system oriented towards polynomial and matrix algebra over the rationals and finite fields.
- GAP: a System for Computational Discrete Algebra.
- KASH/KANT: computer algebra system for sophisticated computations in algebraic number fields and global function fields.
- Macaulay2: a system for research in algebraic geometry and commutative algebra.
- Reduce: an interactive system for general algebraic computations of interest to mathematicians, scientists and engineers.
- SageMath: an open-source general purpose computer algebra system.
- SINGULAR: a Computer Algebra System for polynomial computations with special emphasis on the needs of commutative algebra, algebraic geometry, and singularity theory.
- PARI/GP: a computer algebra system designed for for fast computations in number theory.

- ACE : a Maple library providing tools useful in algebraic combinatorics.
- Albert: an interactive program to assist the specialist in the study of nonassociative algebras.
- ANUNQ: a GAP package for the computation of nilpotent factor groups of finitely presented groups.
- ANUPQ: an interactive interface to the p-quotient, p-group generation and standard presentation algorithms of the ANU pq C program.
- CALI: a REDUCE package for computational commutative algebra.
- CASA: a Computer Algebra System for Algebraic Geometry.
- CHEVIE: a computer algebra system for symbolic calculations with generic character tables of groups.
- EinS: a Mathematica package allowing one to perform symbolic calculations with indexed objects.
- Felix: a special computer algebra system for the computation in commutative and non-commutative rings and modules.
- FeynArts: a Mathematica package for the generation and visualization of Feynman diagrams and amplitudes.
- GiNaC: a system to allow the creation of integrated systems that embed symbolic manipulations together with more established areas of computer science.
- GRAPE: a GAP package for constructing and analysing graphs related to groups, finite geometries, and designs.
- GUAVA: a GAP package for computing with error-correcting codes.
- LiDIA: A C++ Library For Computational Number Theory.
- LiE: A Computer algebra package for Lie group computations.
- MOLGEN: a system for the computation of all structural formulae that correspond to a given molecular formula.
- ORME: a package for equational theoreies.
- SONATA: a system for the construction and the analysis of finite nearrings.

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