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The document discusses applications of linear and integer programming, including: 1) The maximum flow problem can be modeled as a linear program to find the maximum flow in a graph from a source to a sink node. 2) The combinatorial auction winner determination problem, which is NP-hard, aims to maximize value by selecting non-overlapping bid bundles. It can be modeled as an integer program. 3) Combinatorial reverse auctions find the minimum cost collection of bids to procure an item set, and can also be

Author

nkapre

Language

EN