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Using Global Optimization to Explore Multiple Solutions of Clustering Problems

机译:使用全局优化探索聚类问题的多种解决方案

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A classical approach to clustering consists in running an algorithm aimed to minimize the distortion. Apart from very limited and simple cases such problem cannot be solved by a local search algorithm because of multiple local minima. In this paper a Global Optimization (GO) algorithm is used to overcome such difficulty. The proposed algorithm (Controlled Random Search) iterates by maintaining a population of solutions which tends to concentrate around the most "promising" areas. From Data Mining point of view such an approach enables to infer deep information about the underlying structure of data. Collecting and presenting such information in a human understandable manner can help the choice between several possible alternatives. Numerical experiments are carried out on a real dataset, showing that GO produces solutions with much better distortion values than the classical approach, while graphical representation of the whole solution set can be useful to data exploration.
机译:群集的古典方法包括运行旨在最小化失真的算法。除了非常有限和简单的情况外,由于多个本地最小值,本地搜索算法不能解决此类问题。在本文中,使用全局优化(GO)算法来克服这种困难。所提出的算法(受控随机搜索)通过维持倾向于集中在最大“有前途”区域的溶液群体来迭代。从数据挖掘的角度来看,这种方法可以推断有关数据底层结构的深刻信息。以人类可理解的方式收集和呈现此类信息可以帮助选择几种可能的替代方案。数值实验在真实数据集上进行,显示该解决方案,该解决方案具有比经典方法更好的失真值,而整个解决方案集的图形表示可能对数据探索有用。

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