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- W835219510 abstract "This chapter discusses the fundamental ideas of network optimization. Networks provide a concrete setting for testing and devising new theories and serves as the major prototype for several theoretical domains and as the core model for a variety of min/max duality results in discrete mathematics. The chapter discusses (1) different ways to measure the performance of algorithms, (2) graph notation and various ways to represent networks quantitatively, (3) a few basic ideas from computer science, which underlie the design of many algorithms, and (4) two generic proof techniques, which have proved to be useful in designing polynomial-time algorithms. Networks arise in numerous application settings and in a variety of guises. The four different types of networks arising in practice are: physical networks, route networks, space-time networks, and derived networks. The network flow models are used for purposes such as, descriptive modeling, predictive modeling, and normative modeling." @default.
- W835219510 created "2016-06-24" @default.
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- W835219510 date "1989-01-01" @default.
- W835219510 modified "2023-10-12" @default.
- W835219510 title "Chapter IV Network flows" @default.
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