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The top documents tagged [integral flow]
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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
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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
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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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