CALL FOR PAPERS
Following the success of the first Combinatorial and Algorithms
Aspects of Networking (CAAN04) conference that was held
The Internet because of its size, decentralized nature, and loosely controlled
architecture provides a hotbed of challenges that are amenable to mathematical
analysis and algorithmic techniques. This conference brings together
mathematicians, theoretical computer scientists and network specialists. This
fast growing area is an intriguing intersection of Computer Science/Graph
Theory/Game Theory/Networks.
Original research papers are solicited. The list of topics for the conference
includes, but is not limited to: Economics, Game Theory and the Internet,
Geometric Routing, Web Caching, Combinatorics, Tomography, Peer-to-peer
systems, Graph Theory/Web Graph, Data Stream analysis, Statistical
Distributions, Optimization, and QoS, as they relate to Networks in general and
the Internet in particular. The conference will be organized as a series of
talks with time for focused discussions. We solicit general participation and
invite presentations on all aspects of networking challenges that can be
addressed using techniques from theoretical computer science and mathematics.
The goal of of the conference is to foster interdisciplinary collaborations
among researchers in this field.
For more information about registration click here.
See the WADS 2005 home page.
Reception: August 13th,
Talks: August 14th, DC1304.
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Keshav: Efficient discovery of approximate global state (Invited Talk) |
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Zich: JumpNet: Improving connectivity and robustness in unstructured P2P networks by randomness |
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Coffee Break |
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Calinescu: Minimizing tunable ports in optical networks |
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Harutyunyan: An efficient vertex addition method for broadcast networks |
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Lunch |
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Avin: Fast and efficient restricted Delaunay triangulation in random geometric graphs |
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Khennoufa: Linear and cyclic radio k-labelings of graphs |
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Wang: Growth deletion models for the web graph and other massive networks |
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Coffee Break |
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Ahmed: Ordered interval routing scheme |
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Richards: The structure of PEC networks |