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: Dario Babić, PhD; Marko Matulin, PhD; Marko Ševrović, PhD.
Accelerating Discoveries in Traffic Science |
2024 © Promet - Traffic&Transportation journal