Zdenka Zenzerović
Svjetlana Bešlić
The paper deals with modelling of the problem concerningthe transportation of various kinds of cargo with one transportmeans from one source to one or more destinations. The mathematicalmodel of such a problem can assume different forms,often involving a non-linear criterion function and either a linearor non-linear constraints, with an optimal solution beingachievable by the dynamic programming method. The solutionto the problem concerning transportation of different cargoescan be approached as a problem of either a simple or a complexdistribution of a single source. The example presented in the paperillustrates how an optimum structure of container carriageby sea can be determined.
Bronson, R.: Operations Research, McGraw Hill, 1982.
Dobrenic, S.: Operativno istraiivanje, Fakultet organizacije
i informatike, Varazdin, 1978.
Kalpic, D.-Mornar, V.: Operacijska istraiivanja, ZEUS,
Zagreb, 1996.
Kos, S.: Prilog rjesavanju problematike morske kantejnerske
transportne tehnologije, magistarski rad, Fakultet
za pomorstvo i saobracaj, Rijeka, 1991.
Panian, Z.: Dinamicko programiranje, Ekonomski analiticar,
Zagreb, 1980.
Pasagic, H.: Matematicko modeliranje i teorija grafova,
Fakultet prometnih znanosti, Zagreb, 1998.
Petric, J.: Operaciona istraiivanja, knjiga I, Savremena
administracija, Beograd, 1976.
Petrovic, R.: Specijalne metode u optimizaciji sistema,
Tehnicka knjiga, Beograd, 1977.
Sakic, N.-Oiuic, C.-Benic, D.: Operacijska istraiivanja u
multimodalnom transportu, Autorizirana predavanja,
Fakultet za pomorstvo i saobracaj, Rijeka, 1988.
Guest Editor: Eleonora Papadimitriou, PhD
Editors: Marko Matulin, PhD, Dario Babić, PhD, Marko Ševrović, PhD
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