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Reachability cuts for the vehicle routing problem with time windows [PDF]
This paper introduces a class of cuts, called reachability cuts, for the Vehicle Routing Problem with Time Windows (VRPTW). Reachability cuts are closely related to cuts derived from precedence constraints in the Asymmetric Traveling Salesman Problem ...
Lysgaard, Jens
core
Throughput Rate Optimization in High Multiplicity Sequencing Problems
Mixed model assembly systems assemble products (parts) of differenttypes in certain prespecified quantities. A minimal part set is a smallestpossible set of product type quantities, to be called the multiplicities,in which the numbers of assembled ...
Grigoriev,Alexander +1 more
core
The traveling salesman problem asks for the shortest route by which a salesman can visit a set of locations and return home. Drag the points to change the locations the salesman visits to see how the route changesComponente Curricular::Educação Superior::
McLoone, Jon
core +1 more source
Traveling salesman games with the Monge property
Several works indicate the relationship between well-solved combinatorial optimization problems and the core non-emptiness of cooperative games associated with them.
Yoshio Okamoto
core
The traveling salesman problem asks for the shortest route by which a salesman can visit a set of locations and return home. Drag the points to change the locations the salesman visits to see how the route changesComponente Curricular::Educação Superior::
McLoone, Jon
core
AMS classification: 90C22, 20Cxx, 70-08traveling salesman problem;maximum bisection;semidefinite programming;association ...
Klerk, E. de, Pasechnik, D.V.
core
On the high multiplicity traveling salesman problem.
Grigoriev, Alexander +1 more
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Traveling Salesman Problems with Profits
Transportation Science, 2005Traveling salesman problems with profits (TSPs with profits) are a generalization of the traveling salesman problem (TSP), where it is not necessary to visit all vertices. A profit is associated with each vertex. The overall goal is the simultaneous optimization of the collected profit and the travel costs.
Dominique Feillet +2 more
exaly +2 more sources
The travelling salesman and the PQ-tree
Mathematics of Operations Research, 1996Let D = (dij ) be the n × n distance matrix of a set of n cities {1, 2, …, n}, and let T be a PQ-tree with node degree bounded by d that represents a set Π(T) of permutations over {1, 2, …, n}. We show how to compute for D in O(2 dn 3) time the shortest travelling salesman tour contained in Π(T).
Burkard, R.E. +2 more
openaire +4 more sources

