Computational Algebra refers to the use of computers to perform mathematical operations in either a symbolic or numeric fashion. This includes (but is not limited to) such objects of interest as: * arbitrary precision integers * polynomials * finite fields * groups * vectors * matrices * graphs * codes * curves * integrals * differential equations * limits and many more. This section aims to ... [MORE] Conferences (32) People (5) Research Groups (17) 1. SymbolicNet - Information centre for symbolic mathematical computation. Links to research and software. 2. Communications in Computer Algebra - The ACM SIGSAM Bulletin. Some tables of contents and sample articles. 3. Computer Algebra Nederland (CAN) - Coordinates the use of computer algebra in education and research. Research reports, newsletters and historical material. 4. Groebner Bases - Definitions and examples, with Java applet. 5. GROEBNER: A Package for Calculating Gröbner Bases - A REDUCE package by H. Melenk and W. Neun, Konrad--Zuse--Zentrum, Berlin. 6. Journal of Symbolic Computation - Editors' site. Abstracts, contents, calls for papers and author information. 7. SIGSAM - ACM Special Interest Group in Symbolic and Algebraic Manipulation. Site has details of meetings, reports and other links.

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