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Optimization Model for Production Systems of Irrigation Improvement Projects Using Nonlinear Programming and Genetic Algorithms

机译:使用非线性规划和遗传算法生产灌溉改进项目生产系统优化模型

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This work presents the formulation of an optimization model for agricultural production systems under irrigation conditions in the region of Cusco - Peru. The model is based on the evaluation of various analytical and heuristic methods where the non-linear programming method was the most appropriate because it requires an objective function and restrictions. This is consistent with the indispensable restrictions for the proposed model, which arise from its interaction with the market under real conditions. From this interaction one of the most relevant variables is the sale price, for whose determination a new mathematical model is proposed; taking into account, fluctuations in supply and demand are considered. Therefore, the contribution of the new proposed optimization model is based on that it allows knowing the conditions assumed to maximize profit and minimize production costs. Then the losses that affect the economy of the agricultural producer can be anticipated. Likewise, the new optimization model allows the construction of scenarios by modifying variables and restrictions to project the behavior of the economy for various products. The results of the optimization model are consistent and comply with the Kuhn Tucker conditions; therefore, these are considered valid. Within this framework, the model was evaluated using genetic algorithms, with the result that the sexual selection operator has the best performance for obtaining the optimum in non-linear problems under restrictions.
机译:这项工作提出了在库斯科 - 秘鲁地区灌溉条件下农业生产系统优化模型的制定。该模型基于对非线性编程方法最合适的各种分析和启发式方法的评估,因为它需要客观函数和限制。这与所提出的模型的不可或缺的限制一致,这与实际条件下的市场互动产生。从这种相互作用中,最相关的变量中的一个是销售价格,为其确定建议了新的数学模型;考虑到,考虑供需波动。因此,新的提议优化模型的贡献基于它允许知道假设最大化利润和最小化生产成本的条件。然后可以预期影响农业生产者经济的损失。同样,新的优化模型允许通过修改变量和限制来构建方案来对各种产品进行经济行为的限制。优化模型的结果是一致的,符合Kuhn Tucker条件;因此,这些被认为是有效的。在此框架内,使用遗传算法评估该模型,结果是性选择操作员具有在限制下获得非线性问题的最佳性能的最佳性能。

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