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Reševanje problema usmerjanja vozil s kapacitetami in omejitvami
ID ŠIMIC, GAŠPER (Author), ID Hočevar, Tomaž (Mentor) More about this mentor... This link opens in a new window

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Abstract
V nalogi je opisan problem in pristopi reševanja problema usmerjanja vozil s kapacitetami in omejitvami. Izpeljana je matematična formulacija problema in rešitev dobljena z aplikacijo te formulacije. Temu sledi opis in analiza rezultatov treh hevrističnih metod za reševanje problema. Te metode so varčevalni algoritem (iz kategorije konstruktivnih hevristik), algoritem razdeli-nato-usmeri (iz kategorije dvofaznih hevristik) ter izboljševalne hevristike inter-pot in intra-pot. Po hevrističnih metodah sledi še opis dveh metahevrističnih metod. Ti sta simulirano ohlajanje (iz kategorije metod, temelječih na eni rešitvi) in optimizacija s kolonijo mravelj (iz kategorije populacijskih metod). Naloga je zaključena s splošno primerjavo algoritmov, njihovimi prednostmi in slabostmi ter situacijami, v katerih se dobro obnesejo.

Language:Slovenian
Keywords:problem usmerjanja vozil, varčevalni algoritem, razdeli nato usmeri, izboljševalne hevristike, simulirano ohlajanje, optimizacija s kolonijo mravelj
Work type:Bachelor thesis/paper
Typology:2.11 - Undergraduate Thesis
Organization:FRI - Faculty of Computer and Information Science
Year:2026
PID:20.500.12556/RUL-179952 This link opens in a new window
COBISS.SI-ID:270960643 This link opens in a new window
Publication date in RUL:27.02.2026
Views:121
Downloads:25
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Secondary language

Language:English
Title:Solving the distance-constrained capacitated vehicle routing problem
Abstract:
This thesis investigates the problem and solution approaches for the distance-constrained capacitated vehicle routing problem (DCVRP). A mathematical formulation of the problem is derived, along with a solution obtained through its application. This is followed by a description and performance analysis of three heuristic methods. These are the Savings algorithm (a constructive heuristic), the cluster-then-route algorithm (a two-phase heuristic) and inter-route and intra-route improvement heuristics. Additionally, two metaheuristic methods are described: Simulated Annealing (a single-solutionbased method) and Ant Colony Optimization (a population-based method). The thesis concludes with a general comparison of the algorithms, evaluating their advantages, disadvantages, and the specific scenarios in which each method performs effectively.

Keywords:vehicle routing problem, saving algorithm, cluster then route, improvement heuristics, simulated annealing, ant colony optimization

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