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Improved Learning Rule for LVQ Based on Granular Computing

机译:基于粒度计算的LVQ学习规则改进

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LVQ classifiers are particularly intuitive and simple to understand because they are based on the notion of class representatives (i.e., prototypes). Several approaches for improving the performance of LVQ in batch-learning scenarios are found in the literature. However, all of them assume a fixed number of prototypes in the learning process; we claim that the quantized approximation to the distribution of the input data using a finite number of prototypes, should not be fixed. Thus, in this paper we propose an improved learning algorithm for batch and on-line variants in LVQ. The proposed algorithm is based on a modified LVQ rule and granular computing, a simple and low cost computational process of clustering. All this, increases the dynamics in the learning process, proposing new prototypes which have a better covering of the distribution of classes, rather than using a fixed number of them. Similarly, in order to avoid an exponential growth in the number of prototypes, an automatic pruning step is implemented, respecting the desired reduction rate.
机译:LVQ分类器特别直观且易于理解,因为它们基于类代表的概念(即原型)。文献中找到了几种在批处理学习场景中提高LVQ性能的方法。但是,它们都在学习过程中采用固定数量的原型。我们声称使用有限数量的原型来量化输入数据分布的量化近似值不应该是固定的。因此,在本文中,我们针对LVQ中的批处理和在线变量提出了一种改进的学习算法。该算法基于改进的LVQ规则和粒度计算,是一种简单而低成本的聚类计算过程。所有这些都增加了学习过程的动力,提出了一种新的原型,该原型可以更好地覆盖类的分布,而不是使用固定数量的类。同样,为了避免原型数量呈指数增长,考虑到所需的减少率,实施了自动修剪步骤。

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