最大残差分类器

H. Nguyen, Vishal M. Patel
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引用次数: 4

摘要

我们引入了一种新的分类器,称为最大残差分类器(MRC),用于与判别决策函数一起学习稀疏表示。MRC试图最大化错误类和正确类的残差之间的差异。这有效地导致了更具判别性的稀疏表示和更好的分类精度。优化过程简单、高效。其目标函数与残差分类策略的决策函数密切相关。与现有的仅限于线性模型的判别稀疏表示学习方法不同,我们的方法能够通过使用Mercer核来处理非线性模型。实验结果表明,MRC能够捕获有意义且紧凑的数据结构。在包括旋转MNIST、Caltech-101、Caltech-256和SHREC'11非刚性3D形状在内的具有挑战性的基准测试中,其性能与当前最先进的性能相媲美。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Max residual classifier
We introduce a novel classifier, called max residual classifier (MRC), for learning a sparse representation jointly with a discriminative decision function. MRC seeks to maximize the differences between the residual errors of the wrong classes and the right one. This effectively leads to a more discriminative sparse representation and better classification accuracy. The optimization procedure is simple and efficient. Its objective function is closely related to the decision function of the residual classification strategy. Unlike existing methods for learning discriminative sparse representation that are restricted to a linear model, our approach is able to work with a non-linear model via the use of Mercer kernel. Experimental results show that MRC is able to capture meaningful and compact structures of data. Its performances compare favourably with the current state of the art on challenging benchmarks including rotated MNIST, Caltech-101, Caltech-256, and SHREC'11 non-rigid 3D shapes.
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