2006•Journal of Liaoning Technical UniversityRequires access

New method in solving constrained optimization with GA

Haijun Liu

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Abstract

In order to solve the constrained optimization problems effectively, we analyzed traditional methods and propose a new method to solve the problems using genetic algorithms. We divide the constrained the optimization into two steps. In the first step, the objective function is completely disregarded and the constrained optimization problem is treated as a constraint satisfaction problem. In the second step, we perform the constrain optimization and got the optimized solution finally. We analyze the proposed method in different problems and demonstrate the proposed method performs well in solving the constrained optimization problems.

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What this paper is about

In order to solve the constrained optimization problems effectively, we analyzed traditional methods and propose a new method to solve the problems using genetic algorithms. We divide the constrained the optimization into two steps. In the first step, the objective function is completely disregarded and the constrained optimization problem is treated as a constraint satisfaction problem. In the second step, we perform the constrain optimization and got the optimized solution finally. We analyze the proposed method in different problems and demonstrate the proposed method performs well in solving the constrained optimization problems.

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Available abstract

In order to solve the constrained optimization problems effectively, we analyzed traditional methods and propose a new method to solve the problems using genetic algorithms. We divide the constrained the optimization into two steps. In the first step, the objective function is completely disregarded and the constrained optimization problem is treated as a constraint satisfaction problem. In the second step, we perform the constrain optimization and got the optimized solution finally. We analyze the proposed method in different problems and demonstrate the proposed method performs well in solving the constrained optimization problems.

Key concepts: Mathematical optimization, Constrained optimization problem, Constrained optimization, Optimization problem, Continuous optimization, Constraint (computer-aided design), Computer science, Meta-optimization

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