Algorithms in a Nutshell

(^232) | Chapter 8: Network Flow Algorithms Any search method that extends the abstractSearchclass in Figure 8-5 can be used to ...

Maximum Flow | 233 Network Flow Algorithms The flow network example in Figure 8-3 shows the results of using DEPTH-FIRST SEARCH ...

(^234) | Chapter 8: Network Flow Algorithms As the path is expanded, back-pointers between vertices are maintained by the Vertex ...

Maximum Flow | 235 Network Flow Algorithms Consequences When FORD-FULKERSONterminates, the vertices inVcan be split into two dis ...

(^236) | Chapter 8: Network Flow Algorithms Analysis FORD-FULKERSONterminates because the units of flow are non-negative integer ...

Maximum Flow | 237 Network Flow Algorithms flow = new int[n][n]; previous = new int[n]; visited = new int [n]; // Initially, the ...

(^238) | Chapter 8: Network Flow Algorithms Related Algorithms The PUSH/RELABEL algorithm introduced by Goldberg and Tarjan (198 ...

Bipartite Matching | 239 Network Flow Algorithms Bipartite Matching Matching problems exist in numerous forms. Consider the foll ...

(^240) | Chapter 8: Network Flow Algorithms We claim that computing the Maximum Flow in the flow network graphG produces a maxim ...

Bipartite Matching | 241 Network Flow Algorithms // convert pairs into appropriate input for FlowNetwork. All edges // will have ...

(^242) | Chapter 8: Network Flow Algorithms Analysis For a problem reduction to be efficient, it must be possible to efficiently ...

Reflections on Augmenting Paths | 243 Network Flow Algorithms Example 8-6. Shortest path (in costs) search for Ford-Fulkerson pu ...

(^244) | Chapter 8: Network Flow Algorithms Armed with this strategy for locating the lowest-cost augmenting path, we can solve ...

Reflections on Augmenting Paths | 245 Network Flow Algorithms no other way to meet the customer needs; indeed, when this happens ...

(^246) | Chapter 8: Network Flow Algorithms Minimum Cost Flow To solve a Minimum Cost Flow problem we need only construct a flow ...

Transportation | 247 Network Flow Algorithms warehouse stationwk, and a fixed transshipping cost ofts(k,j) for each unit shipped ...

(^248) | Chapter 8: Network Flow Algorithms Solution We convert the Transportation problem instance into a Transshipment problem ...

Linear Programming | 249 Network Flow Algorithms Solution We convert the Assignment problem instance into a Transportation probl ...

(^250) | Chapter 8: Network Flow Algorithms The SIMPLEXalgorithm designed by George Dantzig in 1947 makes it possible to solve p ...

251 Chapter 9. Computational Geometry........................................................................................... ...