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Research Groups: English: Computers: Algorithms: Computational Algebra:

Research Groups: A list of research groups that do one of the following: * produce and - or maintain one or more computational algebra packages * develop and - or implement algorithms of relevance to computer algebra Algorithms Computational Algebra Research Groups:
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English Science Math Algebra: Research Groups
English Science Math Number Theory: Research Groups
English Computers Computer Science: Research Institutes

Anthony C. Hearn
Computers: Anthony, Computational Algebra Research Groups
Resident consultant at RAND; research work includes symbolic and algebraic computation C. Hearn especially REDUCE,, scientific software, digital publication and computer networks.
Computational Algebra Group
Computers: Computational, Computational Algebra Research Groups
Producers of MAGMA Algebra Group Based at the University of Sydney, Australia.
Hungarian Academy of Sciences
Computers: Hungarian, Computational Algebra Research Groups
Department of Computer Algebra Academy of Sciences Members, research projects and computer algebra resources. Site in Hungarian and English.
Programme ALCOM - Research Groups
Computers: Programme, Computational Algebra Research Groups
Based at the University of Nijmegen ALCOM Research Groups the Netherlands; Subfaculty of Mathematics. Description of their research.
KANT - Research Groups
Computers: KANT, Computational Algebra Research Groups
Based at the Technische Universität Research Groups Berlin. Producers of KANT/KASH, a computer algebra system for sophisticated computations in algebraic number fields.
Symbolic Computation Group
Computers: Symbolic, Computational Algebra Research Groups
University of Waterloo Computation Group Canada. Covers both symbolic computation and hybrid symbolic-numeric computation.
Department of Optimization
Computers: Department, Computational Algebra Research Groups
Konrad-Zuse-Zentrum für Informationstechnik of Optimization Berlin, Germany. The main area of research and development is algorithmic discrete mathematics. Details of publications and meetings.
Centre for Computer Algebra
Computers: Centre, Computational Algebra Research Groups
A scientific institution of the departments of Mathematics for Computer Algebra Computer Science , and Electrical Engineering at the University of Kaiserslautern. The goal of the centre is to advance and to support the use of Computer Algebra in industry, research, and teaching.
Research Institute for Symbolic Computation (RISC-Linz)
Computers: Research, Computational Algebra Research Groups
An institute of the Johannes Kepler University in Linz Institute for Symbolic Computation (RISCLinz) Austria, founded in 1987 by Prof. Bruno Buchberger. Research focuses on the interaction and integration of mathematics and computer science. Site has project descriptions, publications, courses and software.
MuPAD Research Group
Computers: MuPAD, Computational Algebra Research Groups
University of Paderborn Research Group Germany.
Imai Laboratory - Research Groups
Computers: Imai, Computational Algebra Research Groups
Department of Information Science Laboratory Research Groups the University of Tokyo. Research projects include Computational Algebra and Geometry. Details of members' research and publications.
Programming and Symbolic Computation Team
Computers: Programming, Computational Algebra Research Groups
Department of Mathematics and Computer Science and Symbolic Computation Team University of La Rioja, Logroño, Spain. Research has been focused on the design, specification and construction of symbolic computation systems for Algebraic Topology.
Groups, Algorithms and Programming - Research Groups
Computers: Groups, Computational Algebra Research Groups
Group at the University of St Algorithms and Programming Research Groups Andrews developing GAP, a free system for computational discrete algebra.
Computer Algebra Research Group (CARGO)
Computers: Computer, Computational Algebra Research Groups
Department of Physics and Computer Science of Wilfrid Laurier University Algebra Research Group (CARGO) Waterloo, Ontario, Canada. Research interests include Gröbner Bases, Implicitization on Polynomial Curves and Surfaces, Enumerating Regular Mixed-Cell Configurations, Symmetric Polynomials.
Algorithmic Algebra and Number Theory - Research Groups
Computers: Algorithmic, Computational Algebra Research Groups
Computer Algebra research group of the IWR Algebra and Number Theory Research Groups Heidelberg. People, research, teaching, activities, software and links.
MCS at Argonne National Laboratory
Computers: MCS at, Computational Algebra Research Groups
· Description of past and present research using supercomputers Argonne National Laboratory abstracts of publications, and links to software being developed at the lab.
Computer Technology Institute - Research Groups
Computers: Computer, Computational Algebra Research Groups
· In association with the Computer Engineering and Informatics department of the University of Patras Technology Institute Research Groups News and links to other organizations.
SIGSAM
Algorithms Computational Algebra
- ACM Special Interest Group in Symbolic and Algebraic Manipulation SIGSAM Site has details of meetings, reports and other links.
Computer Algebra Nederland (CAN) - Research Groups
Algorithms Computational Algebra
- Coordinates the use of computer algebra in education and research Algebra Nederland (CAN) Research Groups Research reports, newsletters and historical material.
Journal of Symbolic Computation - Research Groups
Algorithms Computational Algebra
- Editors' site of Symbolic Computation Research Groups Abstracts, contents, calls for papers and author information.
GROEBNER: A Package for Calculating Gröbner Bases
Algorithms Computational Algebra
- A REDUCE package by H A Package for Calculating Gröbner Bases Melenk and W. Neun, Konrad--Zuse--Zentrum, Berlin.
Communications in Computer Algebra - Research Groups
Algorithms Computational Algebra
- The ACM SIGSAM Bulletin in Computer Algebra Research Groups Some tables of contents and sample articles.


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