Felipe Ortega, Ángel and Ortuño Sánchez, María Teresa and Tirado Domínguez, Gregorio (2009) New Neighborhood Structures For The Double Traveling Salesman Problem With Multiple Stacks. Top, 17 (1). pp. 190-213. ISSN 1134-5764
Restricted to Repository staff only until 2020.
Abstract The changing requirements in transportation and logistics have recently induced the appearance of new vehicle routing problems that include complex constraints
as precedence or loading constraints.
One of these problems that have appeared during the last few years is the Double Traveling Salesman Problem with.
Multiple Stacks (DTSPMS), a vehicle routing problem in which some pickups and deliveries must be performed in two independent networks, verifying some precedence and loading constraints imposed on the vehicle.
In this paper, four new neighborhood structures for the DTSPMS based on reinsertion and permutation of orders to
modify both the routes and the loading planning of the solutions are introduced and described in detail.
They can be used in combination with any metaheuristic using
local search as a subprocedure, guiding the search to unexplored zones of the solution space.
Some computational results obtained using all proposed neighborhood structures are presented, providing good quality solutions for real sized instances.
|Additional Information:||International Workshop On Operational Research Conference Held In Honor Of Laureano F Escudero,Jun 05-07, 2008,Madrid|
|Uncontrolled Keywords:||Traveling Salesman Problem; Metaheuristics; Neighborhood Structures; Precedence Constraints; Lifo Loading|
|Subjects:||Sciences > Mathematics > Differential equations|
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|Deposited On:||04 May 2012 11:36|
|Last Modified:||06 Feb 2014 10:16|
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