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A Comparation between Bee Swarm Optimization and Greedy Algorithm for the Knapsack Problem with Bee Reallocation

机译:蜂群背包问题的蜂群优化算法与贪婪算法的比较

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The Knapsack Problem is a classical combinatorial problem which can be solved in many ways. One of these ways is the Greedy Algorithm which gives us an approximated solution to the problem. Another way to solve it is using the Swarm Intelligence approach, based on the study of actions of individuals in various decentralized systems. Optimization algorithms inspired on the intelligent behavior of honey bees are among the most recently introduced population based techniques. In this paper, a novel hybrid algorithm based on Bees Algorithm and Particle Swarm Optimization is applied to the Knapsack Problem, although the combination of BA and PSO is given by BSO, Bee Swarm Optimization, this algorithm uses the velocity vector, the collective memories of PSO and the search based on the BA, in this case we introduce another way to use the bee algorithm in the PSO using the bees reallocation. The obtained results are much better when compared to those provided by the Greedy Algorithm.
机译:背包问题是一个经典的组合问题,可以通过多种方式解决。这些方法之一是贪婪算法,它为我们提供了该问题的近似解决方案。解决该问题的另一种方法是使用“群体智能”方法,该方法基于对各种分散系统中的个人行为的研究。受蜜蜂智能行为启发的优化算法是最近引入的基于种群的技术之一。本文将一种基于Bees算法和粒子群优化的混合算法应用于背包问题,尽管BSO给出了BA和PSO的结合,即Bee Swarm Optimization,该算法使用了速度矢量,集合记忆PSO和基于BA的搜索,在这种情况下,我们介绍了使用蜜蜂重新分配在PSO中使用蜜蜂算法的另一种方法。与Greedy算法提供的结果相比,获得的结果要好得多。

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