Three-Objective Programming with Continuous Variable Genetic Algorithm
TL;DR: A continuous variable genetic algorithm is used to find approximate near optimal solution set for linear and nonlinear three objective optimization problems and Objective functions are considered as fitness function without modification.
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Abstract: The subject area of multiobjective optimization deals with the investigation of optimization problems that possess more than one objective function. Usually, there does not exist a single solution that optimizes all functions simultaneously; quite the contrary, we have solution set that is called nondominated set and elements of this set are usually infinite. It is from this set decision made by taking elements of nondominated set as alternatives, which is given by analysts. Since it is important for the decision maker to obtain as much information as possible about this set, our research objective is to determine a well-defined and meaningful approximation of the solution set for linear and nonlinear three objective optimization problems. In this paper a continuous variable genetic algorithm is used to find approximate near optimal solution set. Objective functions are considered as fitness function without modification. Initial solution was generated within box constraint and solutions will be kept in feasible region during mutation and recombination.
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Citations
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Modeling of motivation of key executives of government agencies of regions using a multi-objective genetic algorithm
TL;DR: In this article , the authors explored the motivation of top managers of government entities to bring into line the interests of the population, the State and its key executives, and proposed a procedure for reaching a conclusion about the actual bonus award (incentivization) of key executives of government agencies of the regions.
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