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A Reduction SVM Classification Algorithm Based on Adaptive AP Clustering Granulation

机译:一种基于自适应AP聚类粒度的SVM分类算法

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The classification speed of SVM is inversely proportional to the number of Support Vectors (SVs). Therefore, the less SVs means the more sparseness and the higher classification speed. In order to reduce the number of SVs but without losing of generalization performance, a new algorithm called Classification Algorithm of Support Vector Machine based on Adaptive Affinity Propagation clustering Granulation (CSVM-AAPG) is proposed, which employs Affinity Propagation (AP) clustering algorithm to cluster the original SVs and the cluster centers are used as the new SVs, then aiming to minimize the classification gap between SVM and CSVM-AAPG, a quadratic programming model is built for obtaining the optima] coefficients of the new SVs. Meanwhile, it is proven that when clustering the original SVs, the minimal upper bound of the error between the original decision function and the fast decision function can be achieved by AP. Finally, experiments show that compared with original SVs, the number of SVs decreases and the speed of classification increases using CSVM-AAPG, while the loss of accuracy is in the acceptable level.
机译:SVM的分类速度与支持向量(SV)的数量成反比。因此,SV越少意味着稀疏度越高,分类速度也越高。为了减少SV的数量但又不损失泛化性能,提出了一种新的算法,即基于自适应亲和性传播聚类粒度(CSVM-AAPG)的支持向量机分类算法,该算法采用亲和性传播(AP)聚类算法对原始SV进行聚类,并使用聚类中心作为新SV,然后旨在最小化SVM和CSVM-AAPG之间的分类差距,建立了二次规划模型来获取新SV的最佳系数。同时,证明了在聚类原始SV时,可以通过AP实现原始决策函数和快速决策函数之间的误差的最小上限。最后,实验表明,与原始SV相比,使用CSVM-AAPG可以减少SV的数量,提高分类速度,而准确性损失在可接受的水平。

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