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https://link.springer.com/chapter/10.1007/978-0-387-77778-8_16
In One-to-Many-to-One Single Vehicle Pickup and Delivery Problems a vehicle based at the depot must make deliveries and pickups at customers locations before returning to the depot. Several variants can be defined according to the demand structures and sequencing rules imposed on pickups …Author: Irina Gribkovskaia, Gilbert Laporte
http://citeseerx.ist.psu.edu/viewdoc/summary?doi=10.1.1.579.3120
BibTeX @MISC{Gribkovskaia07one-to-many-to-onesingle, author = {I. Gribkovskaia and G. Laporte and Irina Gribkovskaia and Gilbert Laporte and Les Cahiers Du Gerad}, title = {One-to-Many-to-One Single Vehicle Pickup and Delivery Problems}, year = {2007}}
https://link.springer.com/chapter/10.1007%2F978-0-387-77778-8_15
In one-to-one Pickup and Delivery Problems (PDPs), the aim is to design a set of least cost vehicle routes starting and ending at a common depot in order to satisfy a set of pickup and delivery requests between location pairs, subject to side constraints. Each request originates at one location and is destined for one other location.Author: Jean-Françcois Cordeau, Gilbert Laporte, Stefan Ropke
https://core.ac.uk/display/101837702
One-to-Many-to-One Single Vehicle Pickup and Delivery Problems . By I. Gribkovskaia, G. Laporte, Irina Gribkovskaia, Gilbert Laporte and Les Cahiers Du Gerad. Abstract. Les textes publiés dans la série des rapports de recherche HEC n’engagent que la responsabilite ́ de leurs auteurs. La publication de ces rapports de recherche bénéficie ...
https://www.hindawi.com/journals/mpe/2008/697981/
This problem is called a single commodity vehicle routing problem with pickup and delivery service (1-VRPPD). 1-VRPPD deals with multiple vehicles and is the same as the single-commodity traveling salesman problem (1-PDTSP) when the number of vehicles is equal to 1.Author: Goran Martinovic, Ivan Aleksi, Alfonzo Baumgartner
https://www.sciencedirect.com/science/article/pii/S0305054807000111
The single vehicle routing problem with deliveries and selective pickups (SVRPDSP) is defined on a graph in which pickup and delivery demands are associated with customer vertices. The difference between this problem and the single vehicle routing problem with pickups and deliveries (SVRPPD) lies in the fact that it is no longer necessary to satisfy all pickup demands.Author: Irina Gribkovskaia, Gilbert Laporte, Aliaksandr Shyshou
http://www.iasi.cnr.it/aussois/web/uploads/2009/slides/lacroixm.pdf
Single-vehicle Preemptive Pickup and delivery Problem (SPPDP) Objective minimizing the vehicle trip cost so that The vehicle begins and ends at the depot Each arc is used at most once Demands are carried from their origin to their destination Capacity of the vehicle …
https://www.sciencedirect.com/science/article/pii/037722179190319Q
The vehicle routing problem (vrp) involves the design of a set of minimum cost routes for a fleet of vehicles which services exactly once a set of customers with known demands.The pickup and delivery problem with time windows (pdptw) is a generalization of the vrp which is concerned with the construction of optimal routes to satisfy transportation requests, each requiring both pickup and ...Author: Yvan Dumas, Jacques Desrosiers, François Soumis
https://www.pomsmeetings.org/ConfProceedings/065/Full%20Papers/Final%20Full%20Papers/065-0384.pdf
Model and algorithm for the simultaneous pickup and delivery vehicle routing problem with split loads Li Kunpeng, Li Hanmei (School of management, Huazhong University of Science and Technology, Wuhan 430074, China) [email protected] Abstract This paper establishes a model for a large scaled vehicle routing problem with simultaneous pickup and
http://wps.prenhall.com/wps/media/objects/9434/9660836/online_tutorials/heizer10e_tut5.pdf
Pickup/delivery Depot (home base) 8 Miles 10 Miles 12 Miles ... Vehicle routing problem At the nodes Directed or 1 >1 Limited (VRP) undirected ... put for the single-vehicle problem is a route or a tour where each node is visited only once and the route begins and …File Size: 1MB
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