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HERO ID
6300699
Reference Type
Book/Book Chapter
Title
Chapter 5 shipments of coffee (transport network. the ford-fulkerson algorithm)
Year
1968
Publisher
Elsevier
Location
Amsterdam, Netherlands
Book Title
Mathematics in Science and Engineering
Volume
47
Page Numbers
71-78
Language
English
DOI
10.1016/S0076-5392(08)60392-6
URL
http://www.sciencedirect.com/science/article/pii/S0076539208603926
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Abstract
This chapter describes the problem of transport network with the help of the Mexican coffee export market. In the case study described in the chapter, about half of the excellent coffee grown in Mexico is sold abroad, and a large firm of Mexican exporters has stocks of the commodity stored at the ports of Veracruz, Tampico, Tuxpan and Campechy, for which orders have been received for shipments to the French ports of Dunkirk, Bordeaux, Saint-Nazaire, and Le Havre. Of these stocks, 120 tons are stored at Veracruz and 100 tons at each of the other three ports. The amounts to be delivered are 100 tons to Dunkirk, 80 to Bordeaux, 90 to Saint-Nazaire, and 150 to Le Havre. Assuming the transport costs to be the same between any two of these ports, one may satisfy the orders to a maximal degree with the help of the Ford–Fulkerson algorithm.
Editor(s)
Faure, R; Kaufmann, A
Series
Mathematics in Science and Engineering
ISBN
9780124023604
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