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1. |
(USA) Massachusetts Institute of Technology (MIT)
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The Algorithms Group, part of the Theory of Computation (TOC) group in the Computer Science and Artificial Intelligence Laboratory (CSAIL). People and research projects.
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(Australia) Bond University
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School of Information Technology, Algorithms Group. The effective application of meta-heuristic search algorithms to intractable problems.
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(Austria) Technical University Vienna
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Algorithms and Data Structures Group. Research interests: algorithms, data structures and combinatorial optimization, particularly for NP-hard optimization problems.
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(China) Academy of Sciences, Beijing
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Mathematics Mechanization Research Centre. Research areas: automated reasoning, computational algebra and geometry, geometric engineering.
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(France) INRIA
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Rocquencourt, Versailles. Algorithms Project. Interests in design and analysis of algorithms, computer algebra, combinatorial analysis and asymptotics.
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(France) LRI - Laboratoire de Recherche en Informatique
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CNRS/Université de Paris Sud. Research Topics: Graph Theory and principles of Network Communications, Algorithms and Complexity,Programming, Databases,Proofs and programs, Parallel Architecture, Parallelism, Artificial Intelligence and Inference systems (IASI),Inference and Learning.
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(Germany) Algorithms, Structure, Randomness
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A research group supported by the Deutsche Forschungsgemeinschaft; Berlin.
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8. |
(Germany) University of Paderborn
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Parallel and Distributed Algorithms research group. Research projects and resources.
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9. |
(Israel) Ben-Gurion University
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Distributed CSP Research Group.
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10. |
(Netherlands) Euler Institute for Discrete Mathematics and its Applications (EIDMA)
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Discrete Algebra and Geometry, Coding Theory, Information Theory and Cryptology, Combinatorial Optimization and Algorithms, Graph Theory.
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11. |
(USA) Caltech
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Winfree Lab, DNA and Natural Algorithms Group. Members, research projects.
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(USA) Carnegie Mellon University
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Algorithms and Computational Complexity group. Members, research projects, courses.
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13. |
(USA) University of Maryland, College Park
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Algorithms and Theory Group. Members, research projects.
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