遗传算法的评价及其在0-1背包问题中的应用

M. Okwu, O. Otanocha, H. O. Omoregbee, B. Edward
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引用次数: 2

摘要

现实生活中存在着许多不确定性和复杂性的问题。不幸的是,世界使用传统方法来处理这些复杂的现实生活问题,这些方法未能提供可靠的解决方案。近年来,研究人员超越了传统技术。从使用经典技术到使用标准化智能生物系统或进化生物学的模式发生了转变。遗传算法(Genetic Algorithm, GA)已被公认为是一种有前景的技术,能够处理不确定性,并在不同的领域,特别是在家庭、办公室、商店和工业操作中提供优化的解决方案。本文主要研究遗传算法的评价及其在实际问题中的应用。考虑的场景是遗传算法在0-1背包问题中的应用。从GA模型的解决方案中,可以观察到,没有组合可以给出35公斤袋可以携带的确切重量或容量,但解决方案模型的可能范围是34公斤和36公斤。由于袋子的重量是35公斤,可行的或接近最优的解决方案,袋子可以携带的物品重量将是34公斤,效益为16。超过34公斤的额外载荷可能导致袋子翘曲。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Appraisal of genetic algorithm and its application in 0-1 knapsack problem
A lot of uncertainties and complexities exist in real life problem. Unfortunately, the world approaches such intricate realistic life problems using traditional methods which has failed to offer robust solutions. In recent times, researchers look beyond classical techniques. There is a model shift from the use of classical techniques to the use of standardized intelligent biological systems or evolutionary biology. Genetic Algorithm (GA) has been recognized as a prospective technique capable of handling uncertainties and providing optimized solutions in diverse area, especially in homes, offices, stores and industrial operations. This research is focused on the appraisal of GA and its application in real life problem. The scenario considered is the application of GA in 0-1 knapsack problem. From the solution of the GA model, it was observed that there is no combination that would give the exact weight or capacity the 35 kg bag can carry but the possible range from the solution model is 34 kg and 36 kg. Since the weight of the bag is 35 kg, the feasible or near optimal solution weight of items the bag can carry would be 34 kg at benefit of 16. Additional load beyond 34 kg could lead to warping of the bag.
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