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3.3 Applications of Maximum Flow and Minimum Cut

3.3 Applications of Maximum Flow and Minimum Cut. Bipartite Matchings and Covers. A cover of an undirected graph is a set of nodes such that every edge of G has at least one end in .

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R. Johnsonbaugh Discrete Mathematics 5 th edition, 2001

R. Johnsonbaugh Discrete Mathematics 5 th edition, 2001. Chapter 8 Network models. 8.1 Introduction. A transport network (or simply network ) is a simple, weighted, directed graph satisfying 1, 2 and 3: 1. A designated vertex with no incoming edges (the source a )

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Section 4.2 Network Flows

Section 4.2 Network Flows. By Christina Touhey. Recall from last class. The flow out of a equals the flow into z . Algorithm Make vertex a : (0, ). Scan the first vertex and check each incoming and outgoing edge and label if they are unlabeled.

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3.3 Applications of Maximum Flow and Minimum Cut

R. Johnsonbaugh Discrete Mathematics 5 th edition, 2001

Section 4.2 Network Flows