Abstract:
Capacitated Vehicle Routing Problem (CVRP) is a real life constraint satisfaction problem in
which customers are optimally assigned to individual vehicles (considering their capacity) to
keep total travel distance of the vehicles as minimum as possible while serving customers.
Various methods are used to solve CVRP in last few decades, the most popular way of solving
CVRP is splitting the task into two different phases: firstly, assigning customers under different
vehicles and secondly, finding optimal route of each vehicle. Sweep clustering algorithm is
well studied for clustering nodes. On the other hand, route optimization is simply a traveling
salesman problem (TSP) and a number of TSP optimization methods are applied for this
purpose. This study investigates a variant of Sweep algorithm for clustering nodes and different
Swarm Intelligence (SI) based methods for route generation to get optimal CVRP solution. In
conventional Sweep algorithm, cluster formation starts from 00 and consequently advance
toward 3600 to consider all the nodes. In this study, a variant Sweep cluster is investigated from
different starting angle. A heuristic based adaptive method is developed to select cluster
formation starting angle. On the other hand, two well-known optimization methods (i.e.,
Genetic Algorithm and Ant Colony Optimization) and two recent SI based algorithms (i.e.,
Producer-Scrounger Method and Velocity Tentative Particle Swarm Optimization) are
considered for route optimization. The experimental results on a large number of benchmark
CVRPs revealed that different starting angles have positive effect on Sweep clustering and
finally, VTPSO is able to produce better solution than other SI methods. Finally, the proposed
mythology is found to achieve better CVRP solutions for several problems when compared
with several prominent
Description:
This thesis is submitted to the Department of Computer Science and Engineering, Khulna University of Engineering & Technology in partial fulfillment of the requirements for the degree of Master of Science in Computer Science and Engineering, May, 2016.
Cataloged from PDF Version of Thesis.
Includes bibliographical references (pages 51-55).