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Fundamentals of Computation Theory - 15th International Symposium, FCT 2005, Lubeck, Gemany, August 17-20, 2005, Proceedings... Fundamentals of Computation Theory - 15th International Symposium, FCT 2005, Lubeck, Gemany, August 17-20, 2005, Proceedings (Paperback, 2005 ed.)
Maciej Liskiewicz, Rudiger Reischuk
R1,740 Discovery Miles 17 400 Ships in 10 - 15 working days

This volume is dedicated to the 15th Symposium on Fundamentals of Com- tation Theory FCT 2005, held in Lu ]beck, Germany, on August 17-20, 2005. The FCT symposium was established in 1977 as a biennial event for - searchers interested in all aspects of theoretical computer science, in particular in algorithms, complexity, and formal and logical methods. The previous FCT conferences were held in the following places: Poznan (Poland, 1977), Wendisch- Rietz (Germany, 1979), Szeged (Hungary, 1981), Borgholm (Sweden, 1983), Cottbus(Germany,1985), Kazan(Russia,1987), Szeged(Hungary,1989), Gosen- Berlin (Germany, 1991), Szeged (Hungary, 1993), Dresden (Germany, 1995), Krak ow (Poland, 1997), Iasi (Romania, 1999), Riga (Latvia, 2001) and Malmo ] (Sweden, 2003). The FCT conference seriesis coordinatedby a steering comm- tee. Its current members are B. Chlebus (Denver/Warsaw), Z. Esik (Szeged), M. Karpinski (Bonn), A. Lingas (Lund), M. Santha (Paris), E. Upfal (Providence) and I. Wegener (Dortmund). The call for papers for FCT 2005 sought contributions on original research in all aspects of theoretical computer science including design and analysis of algorithms, abstract data types, approximation algorithms, automata and formal languages, categorical and topological approaches, circuits, computational and structural complexity, circuit and proof theory, computational biology, com- tational geometry, computer systems theory, concurrency theory, cryptography, domain theory, distributed algorithms and computation, molecular computation, quantumcomputation and information, granular computation, probabilistic c- putation, learning theory, rewriting, semantics, logic in computer science, spe- ?cation, transformation and veri?cation, and algebraic aspects of computer s- ence."

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