基于线性和非线性非负矩阵分解的混合特征测量

Sicong Ye, Yang Zhao, J. Pei
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引用次数: 0

摘要

非负矩阵分解算法是一种有效的数据降维方法。其原理是将图像转换为低维基图像的非负线性组合。非负矩阵分解可分为线性分解算法和非线性分解算法。由于分解理论不同,线性NMF算法主要提取数据的一阶特征,而非线性NMF算法主要提取数据的高阶特征。目前的研究大多只关注其中一种模型,没有将两者结合起来,导致数据特征缺失。因此,有必要将这两种算法结合起来进行研究。提出了一种基于线性和非线性非负矩阵分解的混合特征测量方法。该算法利用了特征融合的思想。模型中混合了两种算法的基本图像特征。最后得到一种特征相似度度量方法作为度量方法。该算法在公共数据集上具有良好的性能,有效地提高了识别率。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Hybrid Feature Measurement based on Linear and Nonlinear Nonnegative Matrix Factorization
The nonnegative matrix factorization algorithm is an effective data dimensionality reduction method. The principle is to convert the image into a nonnegative linear combination of low dimensional basis images. Nonnegative matrix factorization can be divided into linear algorithm and nonlinear algorithm. Because of different decomposition theory, linear NMF algorithms mainly extract first-order features of data, while nonlinear NMF algorithms mainly extract high-order features. Most of the current studies only focus on one of the models without combining the two together, which leads to the lack of data features. Therefore it is necessary to integrate the two types of algorithms for research. The paper proposes hybrid feature measurement based on linear and nonlinear nonnegative matrix factorization. The algorithm utilizes the idea of feature fusion. The basis image features of the two algorithms are mixed in the model. Finally a feature similarity measurement is obtained as the measure method. The proposed algorithm has good performance on the public datasets and effectively improves the recognition.
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