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首页> 外文期刊>Pattern Recognition: The Journal of the Pattern Recognition Society >Maximum weight and minimum redundancy: A novel framework for feature subset selection
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Maximum weight and minimum redundancy: A novel framework for feature subset selection

机译:最大权重和最小冗余:用于特征子集选择的新颖框架

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摘要

Feature subset selection is often required as a preliminary work for many pattern recognition problems. In this paper, a novel filter framework is presented to select optimal feature subset based on a maximum weight and minimum redundancy (MWMR) criterion. Since the weight of each feature indicates its importance for some ad hoc tasks (such as clustering and classification) and the redundancy represents the correlations among features. Through the proposed MWMR, we can select the feature subset in which the features are most beneficial to the subsequent tasks while the redundancy among them is minimal. Moreover, a pair-wise updating based iterative algorithm is introduced to solve our framework effectively. In the experiments, three feature weighting algorithms (Laplacian score, Fisher score and Constraint score) are combined with two redundancy measurement methods (Pearson correlation coefficient and Mutual information) to test the performances of proposed MWMR. The experimental results on five different databases (CMU PIE, Extended YaleB, Colon, DLBCL and PCMAC) demonstrate the advantage and efficiency of our MWMR.
机译:对于许多模式识别问题,通常需要选择特征子集作为前期工作。在本文中,提出了一种基于最大权重和最小冗余(MWMR)准则选择最佳特征子集的新颖过滤器框架。由于每个功能的权重表明其对某些即席任务(例如聚类和分类)的重要性,而冗余表示功能之间的相关性。通过提出的MWMR,我们可以选择特征子集,其中特征对后续任务最有利,而它们之间的冗余性则最小。此外,引入了基于成对更新的迭代算法来有效地解决我们的框架。在实验中,将三种特征加权算法(拉普拉斯分数,Fisher分数和约束分数)与两种冗余度量方法(Pearson相关系数和互信息)相结合,以测试所提出的MWMR的性能。在五个不同数据库(CMU PIE,Extended YaleB,Colon,DLBCL和PCMAC)上的实验结果证明了我们MWMR的优势和效率。

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