Routing and Covering Problems in Geometric Domains
KC Huynh - 2023 - search.proquest.com
We consider a variety of problems in geometric domains. Firstly, we begin with a delivery
problem with heterogeneous agents where the agents can collaborate to deliver a package …
problem with heterogeneous agents where the agents can collaborate to deliver a package …
Cooperative tsp
A Armon, A Avidor, O Schwartz - Theoretical Computer Science, 2010 - Elsevier
In this paper we introduce and study cooperative variants of the Traveling Salesperson
Problem. In these problems a salesperson has to make deliveries to customers who are …
Problem. In these problems a salesperson has to make deliveries to customers who are …
On Euclidean vehicle routing with allocation
J Remy, R Spöhel, A Weißl - … , WADS 2007, Halifax, Canada, August 15-17 …, 2007 - Springer
Abstract The (Euclidean) Vehicle Routing Allocation Problem (VRAP) is a generalization of
Euclidean TSP. We do not require that all points lie on the salesman tour. However, points …
Euclidean TSP. We do not require that all points lie on the salesman tour. However, points …
A New Genetic Algorithm Using Order Coding and a Novel Genetic Operator
YH Wang, LF Liu - Advanced Materials Research, 2013 - Trans Tech Publ
This paper focuses on improving the efficiency of the genetic algorithm, analysis the
shortages of the algorithm at coding method and mutation operator and selected a TSP …
shortages of the algorithm at coding method and mutation operator and selected a TSP …
[PDF][PDF] Approximation schemes for geometric problems
JM Remy - 2007 - research-collection.ethz.ch
This thesis is devoted to geometric optimization problems of the fol¬ lowing kind: given a sot
of points Pc Md, we wish to compute a certain straight-line graph on P with minimum length …
of points Pc Md, we wish to compute a certain straight-line graph on P with minimum length …
[PDF][PDF] On Euclidean Vehicle Routing with Allocation
JRR Spöhel, A Weißl - resources.mpi-inf.mpg.de
The (Euclidean) Vehicle Routing Allocation Problem (VRAP) is a generalization of
Euclidean TSP. We do not require that all points lie on the salesman tour. However, points …
Euclidean TSP. We do not require that all points lie on the salesman tour. However, points …
[PDF][PDF] Raymond and Beverly Sackler Faculty of Exact Sciences School of Computer Sciences
O Schwartz - 2007 - Citeseer
Expanders are graphs that are sparse, yet highly connected. In this thesis, we consider an
elementary algorithm for constructing expanders, how to use them for proving hardness of …
elementary algorithm for constructing expanders, how to use them for proving hardness of …