The combination of local search heuristics and genetic algorithms has been shown to be an effective approach for finding near-optimum solutions to the traveling salesman problem. In this paper, previously proposed genetic local search algorithms for the symmetric and asymmetric traveling salesman problem are revisited and potential improvements are identified. Since local search is the central component in which most of the computation time is spent, improving the efficiency of the local search operators is crucial for improving the overall performance of the algorithms. The modifications of the algorithms are described and the new results obtained are presented. The results indicate that the improved algorithms are able to arrive at better...
Genetic Algorithms are finding increasing number of applications in a variety of problems in a whole...
This research investigated the application of Genetic Algorithm capable of solving the traveling sal...
Traditional genetic algorithms often meet the occurrence of slow convergence and enclosure competiti...
The combination of local search heuristics and genetic algorithms is a promising approach for findin...
We briefly review previous attempts to generate near-optimal solutions of the Traveling Salesman Pro...
The Traveling salesman problem (TSP) is proved to be NP-complete in most cases. The genetic algorith...
Robust known the exceedingly famed NP-hard problem in combinatorial optimization is the Traveling Sa...
This paper presents new enhancements to a multi-population GENITOR-type Genetic Al-gorithm (GA)for s...
AbstractThe most common application of genetic algorithms to combinatorial optimization problems has...
Abstract: Traveling salesman problem is quite known in the field of combinatorial optimization. Thro...
We present a genetic algorithm for solving the traveling salesman problem by genetic algorithms to o...
The generalized traveling salesman problem (GTSP) deals with finding the minimum-cost tour in a clus...
The standard Genetic Algorithm often suffers from slow convergence for solving combinatorial optimiz...
The standard Genetic Algorithm often suffers from slow convergence for solving combinatorial optimiz...
The Traveling Salesman Problem (TSP) is one of the most famous problems in combinatorial optimizatio...
Genetic Algorithms are finding increasing number of applications in a variety of problems in a whole...
This research investigated the application of Genetic Algorithm capable of solving the traveling sal...
Traditional genetic algorithms often meet the occurrence of slow convergence and enclosure competiti...
The combination of local search heuristics and genetic algorithms is a promising approach for findin...
We briefly review previous attempts to generate near-optimal solutions of the Traveling Salesman Pro...
The Traveling salesman problem (TSP) is proved to be NP-complete in most cases. The genetic algorith...
Robust known the exceedingly famed NP-hard problem in combinatorial optimization is the Traveling Sa...
This paper presents new enhancements to a multi-population GENITOR-type Genetic Al-gorithm (GA)for s...
AbstractThe most common application of genetic algorithms to combinatorial optimization problems has...
Abstract: Traveling salesman problem is quite known in the field of combinatorial optimization. Thro...
We present a genetic algorithm for solving the traveling salesman problem by genetic algorithms to o...
The generalized traveling salesman problem (GTSP) deals with finding the minimum-cost tour in a clus...
The standard Genetic Algorithm often suffers from slow convergence for solving combinatorial optimiz...
The standard Genetic Algorithm often suffers from slow convergence for solving combinatorial optimiz...
The Traveling Salesman Problem (TSP) is one of the most famous problems in combinatorial optimizatio...
Genetic Algorithms are finding increasing number of applications in a variety of problems in a whole...
This research investigated the application of Genetic Algorithm capable of solving the traveling sal...
Traditional genetic algorithms often meet the occurrence of slow convergence and enclosure competiti...