Vol 2 , Issue 2 , April - June 2014 | Pages: 21-28 | Research Paper
Received: January 05, 2014 | Revised: February 20, 2014 | Accepted: February 28, 2014 | Published Online: June 15, 2014
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Initiation of this paper demarcates Genetic Algorithm, as it paradigm shift in soft computing to solve optimization problems. This paper perposed the application of GAs to TSP by examining combinations on different algorithms for the binary and unary operators used to generate better solutions and minimize the search space calls. Operational view of genetic Algorithm to solve TSP. This paper describes the number of crossover operators and mutation operators that can be applied with path representation in order to solve TSP. The TSP is, given a collection of cities, the problem is to determine the shortest route which visits each city precisely once and then returns to its starting point.TSP is complex as it is a NP-complete problem. This literature proposes a heuristic approach for solving TSP with Genetic Algorithm as TSPGA. Genetic algorithm (GA’s) has been used as search techniques on many NP (Non-Deterministic Polynomial Time) problems. Three binary and two unary operators were tested: To find shortest path that travels through every city in a provided set of cities exactly once and travels back to the initial city. It is a faster solution but not necessarily an optimal solution.
Keywords
Genetic Algorithms (GA); Mutation Operator; Crossover Operator TSPGA