SINGULAR

What SINGULAR is

SINGULAR is a computer algebra system for polynomial computations, with particular emphasis on commutative and non-commutative algebra, algebraic geometry, and singularity theory. Its core computational objects include ideals and modules over polynomial rings and related structures. The system also has a C-like programming language and libraries containing algorithms for use within SINGULAR.

The project is free and open-source under the GNU General Public Licence. Its source code is available in the Singular Git repository, and the project README links to instructions for building from source. SINGULAR supports Linux, macOS, and Windows, as well as self-hosted use. Documentation includes a user manual and a developer and reference manual; the project also links to a bug and issue tracker and a wiki. The manual connects SINGULAR with the University of Kaiserslautern-Landau Department of Mathematics and Centre for Computer Algebra. The project states that the program is distributed without any warranty, including implied warranties of merchantability or fitness for a particular purpose.

Who it suits

SINGULAR suits people working with polynomial computations, especially in algebra, algebraic geometry, or singularity theory. Its C-like language and algorithm libraries also suit users who want to work with computational objects through the system.

Getting started

1. Visit the SINGULAR website
2. Choose Linux, macOS, Windows, or a self-hosted setup
3. Use the README’s linked instructions to build from source
4. Refer to the user manual or developer and reference manual

Verdict

Choose SINGULAR for polynomial computations involving ideals, modules, and related structures, particularly in its stated areas of emphasis. Its free, open-source license and multiple platform options support different working setups. Consider the project’s express warranty disclaimer when deciding whether it fits your needs.