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文件名称:Ga
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GA_Traffic
The Traveling Salesman Problem (TSP) is maybe the archetypical problem
in combinatorial optimization. This problem and its generalizations, vehicle
routing problems, have been studied for more than thirty years two entire
monographs are devoted to the subject [34, 26]. Since the TSP is NP-hard,
polynomial-time approximation algorithms are usually studied. However,
usually the approaches to the study of vehicle routing problems adopt an
offline point of view: the input is entirely known beforehand. In many
applications, this is actually not the case since the instance becomes known
in an online fashion, time after time. Even determining when the instance
is completely given could be impossible. The need for an online model then
arises naturally.-GA_Traffic
The Traveling Salesman Problem (TSP) is maybe the archetypical problem
in combinatorial optimization. This problem and its generalizations, vehicle
routing problems, have been studied for more than thirty years two entire
monographs are devoted to the subject [34, 26]. Since the TSP is NP-hard,
polynomial-time approximation algorithms are usually studied. However,
usually the approaches to the study of vehicle routing problems adopt an
offline point of view: the input is entirely known beforehand. In many
applications, this is actually not the case since the instance becomes known
in an online fashion, time after time. Even determining when the instance
is completely given could be impossible. The need for an online model then
arises naturally.
The Traveling Salesman Problem (TSP) is maybe the archetypical problem
in combinatorial optimization. This problem and its generalizations, vehicle
routing problems, have been studied for more than thirty years two entire
monographs are devoted to the subject [34, 26]. Since the TSP is NP-hard,
polynomial-time approximation algorithms are usually studied. However,
usually the approaches to the study of vehicle routing problems adopt an
offline point of view: the input is entirely known beforehand. In many
applications, this is actually not the case since the instance becomes known
in an online fashion, time after time. Even determining when the instance
is completely given could be impossible. The need for an online model then
arises naturally.-GA_Traffic
The Traveling Salesman Problem (TSP) is maybe the archetypical problem
in combinatorial optimization. This problem and its generalizations, vehicle
routing problems, have been studied for more than thirty years two entire
monographs are devoted to the subject [34, 26]. Since the TSP is NP-hard,
polynomial-time approximation algorithms are usually studied. However,
usually the approaches to the study of vehicle routing problems adopt an
offline point of view: the input is entirely known beforehand. In many
applications, this is actually not the case since the instance becomes known
in an online fashion, time after time. Even determining when the instance
is completely given could be impossible. The need for an online model then
arises naturally.
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