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Published byAlycia Wice Modified over 3 years ago

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-traffic modeling MAXIMUM FLOW -shortest (fastest) route SHORTEST PATH -efficient distribution, logistics, pickup/delivery HAMILTONIAN PATH/CYCLE, TRAVELLING SALESMAN PROBLEM CHINESE POSTMAN PROBLEM Network Modeling (rail, road, airline) Applications

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-circuit layout, VLSI GRAPH DRAWING PLANARITY -communication protocols DIAMETER, RADIUS SPANNING TREE DOMINATING SET -fault-tolerant networks MINIMUM CUT CONNECTIVITY Applications Network Modeling (electrical, communication)

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Applications -Job scheduling / Critical path GRAPH COLOURING MAXIMUM CLIQUE -Job Assignment MAXIMUM MATCHING STABLE MARRIAGE PROBLEM -Evolutionary trees (Biology) TREE DECOMPOSITION Modeling conflict / compatibility / relationship

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A network is shown, with a flow f. v u 6,2 2,2 4,1 5,3 2,1 3,2 5,1 4,1 3,3 Is f a maximum flow? (a) Yes (b) No (c) I have absolutely no idea a b c d.

A network is shown, with a flow f. v u 6,2 2,2 4,1 5,3 2,1 3,2 5,1 4,1 3,3 Is f a maximum flow? (a) Yes (b) No (c) I have absolutely no idea a b c d.

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