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The top documents tagged [integral flow]
Approximate Max-integral-flow/min-cut Theorems Kenji Obata UC Berkeley June 15, 2004
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Lecture 7. Network Flows We consider a network with directed edges. Every edge has a capacity. If there is an edge from i to j, there is an edge from
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1 Primal-dual Approximation Algorithms for Integral Flow and Multicut in Trees Garg, N., Vazirani, V. V. and Yannakakis, M., Algorithmica, Vol. 18, 1997,
218 views
Max Flow – Min Cut Problem. Directed Graph Applications Shortest Path Problem (Shortest path from one point to another) Max Flow problems (Maximum material
325 views
Global Price Updates Help A.V Goldberg and R. Kennedy Advanced Algorithms Seminar Instructor: Prof. Haim Kaplan Presented by: Orit Nissan-Messing
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Fluid Cond Monitor
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Xiangli Cui (for the STAR Collaboration)
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Advisor: R. C. T. Lee Speaker: F. L. Lin National Chi Nan University
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