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IWOCA 2012 : International Workshop on Combinatorial AlgorithmsConference Series : International Workshop on Combinatorial Algorithms | |||||||||||||
Link: http://www.ncardmath.com/IWOCA2012/index.html | |||||||||||||
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Call For Papers | |||||||||||||
For a complete CFP: http://www.cas.mcmaster.ca/~bill/iwoca2012/
Location: The conference takes place on the picturesque grounds of Kalasalingam University (KLU), nestled in a beautiful forested valley in India’s southernmost province of Tamil Nadu. In 2007 KLU became the first institution in India to be named a site of the National Centre for Advanced Research in Discrete Mathematics (n-CARDMATH). At the same time, Professor S. Arumugam, organizer and host of IWOCA 2012, was appointed Director of the new centre. For more details about KLU and n-CARDMATH, visit http://www.kalasalingam.ac.in/ and http://www.ncardmath.com/. For a preview of sights to be seen on the post-conference complimentary tour, sample http://www.cas.mcmaster.ca/~ bill/tamilnadu/. Scope: The series of IWOCA conferences grew out of a 17-year history of AWOCA — Australasian Workshop on Combinatorial Algorithms. Previous AWOCA and IWOCA meetings have been held in Australia, Canada, Indonesia, Korea, Japan and the Czech Republic. IWOCA 2012 continues the long and well-established tradition of encouraging high-quality research in theoretical computer science and bringing together specialists and young researchers working in the area. The scientific program will include invited lectures covering the areas of main interest, accepted contributed talks, posters, and a problems session. The topics of the workshop include (but are not restricted to) • Algorithms and Data Structures • Applications (to Bioinformatics, Networks, etc.) • Combinatorics on Words • Combinatorial Optimization • Combinatorial Enumeration • Decompositions and Combinatorial Designs • Complexity Theory (Structural and Computational) • Discrete and Computational Geometry (including Graph Drawing) • Databases (Security, Compression and Information Retrieval) • Graph Theory • Graph and String Algorithms |
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