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Multi-level Proximity Routing and its applications for Networking Tomer Tankel Dept. of Electrical Eng. – Systems
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Problem and Applications Problems: Using Measurement for distance estimation Routing in fixed and Ad Hoc networks Navigation in Traffic Networks Applications: Closest mirror selection Given a set of servers, s i 1≤i≤K, and a client, c, find a server s j, s.t., i 1≤i≤K d(s j,c)≤ αd(s i,c)+β Content Distribution in P2P networks Real-Time Vehicle Routing Server
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Outline Basic-MPR Aggregation and Query Hierarchical Maps, Exp. Query Accuracy Applications –DIMES IP hop and delay graphs. –Europe Road Network –Simulated Ad Hoc Network
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Distance Estimation/Routing Issues Scalability –Complexity (Memory, CPU) –Measurement Approximated Input –Dissemination Need Accurate & Fast Query Algorithm!
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Multi-level Proximity Routing (MPR) Limited routing scope (2-neighborhood) Neglect a node if its neighbors selected. Neglect longer paths between nodes.
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Multi-level Proximity Routing 1 2 3 4 Sibling Edge
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Each cluster head i which is not selected iteratively select neighbors j 1,j 2 …j k with maximum select score until Here <1 is the aggregation factor. Increasing it yields more optimal but denser MPR, with larger memory and run time complexities. Select Stage
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l-level parents path types where p 1,2 are parents of child u 1,2. Remove edge i→j if not shorter than Interpolate Stage
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Aggregation Step Complexity
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MPR Experiments GraphNodesArcs/ Edges Basic MPR CPU* Build sec Query ms DIMES IP Delay w16/08 138721602970 ( directed ) 47.7 0.15 DIMACS 9’th Euro- Road 1801017342188664 ( directed ) 1681.3 0.42 Simulate Ad-Hoc 12819668554957 ( undirected ) 688.1 1.9
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DIMES IP Delay
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Euro-Road Network
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Simulated Ad-Hoc
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Conclusion MPR is a scalable approach to –Routing –Location –Distance Estimation –Sensor and Ad Hoc networks –Multicast Multi-level for high complexity graph problems –Qos Routing –Embedding
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