
SINGULAR is a computer algebra system for polynomial computations with emphasis on the special needs of commutative algebra, algebraic geometry and singularity theory.
SINGULAR's main computational objects are ideals and modules over a large variety of base rings. The base rings are polynomial rings or localizations theoreof over a field (e.g. finite fields, the rationals, floats, algebraic extensions, transcendental extensions) or quotient rings modulo an ideal. It is useful to calculate basis of a cohomology group and its Hodge structure.
To run the program, type Singular on mccme.ru. To quit, type exit.
All the details can be found on the site www.singular.unikl.de.
If you see any errors on this page, please write us <compwww (at) mccme.ru>