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Finding the Optimal Features Reduct, a Hybrid Model of Rough Set and Polar Bear Optimization

机译:找到最佳功能减减,粗糙集和北极熊优化的混合模型

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The target of this research is reducing the size of a dataset which is usually needed before starting the data analysis in scientific research, this can be done by removing attributes that do not affect the accuracy of the dataset, this process will enhance the performance of data analysis and will result in more accurate results and decisions. The rough set theory introduced by Pawlak provides a powerful technique to measure the influence of each attribute in the dataset and the effect of excluding an attribute on the accuracy of the dataset. However, evaluating all possible combinations of features is an NP-Hard problem and is usually not possible when dealing with datasets having large number of attributes. To solve this kind of problems the heuristics algorithms can play a crucial role to avoid scanning all possible combinations. Polar Bear Optimization Algorithm PBO, is a pretty new meta heuristic algorithm has an advantage over other heuristic algorithms of solving such kind of problems using dynamic population with a flexible production and death mechanism, which results in finding optimal solution quickly by keep producing good solutions out of hopeful candidates and keep removing unpromising ones. Our proposed algorithm could find the optimal reduct in better performance comparing to other algorithms in terms of execution time, population size and number of iterations.
机译:该研究的目标正在减小日本集的大小,该数据集通常需要在开始科学研究中的数据分析之前,这可以通过删除不影响数据集的准确性的属性来完成,此过程将增强数据的性能分析并将导致更准确的结果和决策。 Pawlak引入的粗糙集理论提供了一种强大的技术,可以测量数据集中的每个属性的影响以及排除属性对数据集的准确性的效果。然而,评估特征的所有可能组合是NP难题,并且通常在处理具有大量属性的数据集时通常是不可能的。为了解决这种问题,启发式算法可以发挥至关重要的作用,以避免扫描所有可能的组合。北极熊优化算法PBO,是一种很好的新元启发式算法,其具有通过具有柔性生产和死亡机制的动态群体解决此类问题的其他启发式算法,这导致通过继续产生良好的解决方案来快速找到最佳解决方案有希望的候选人并继续消除不妥协的候选人。我们所提出的算法可以在更好的性能下找到与执行时间,人口大小和迭代次数相比的更好的性能。

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