1. Kernel Two-Dimensional Nonnegative Matrix Factorization: A New Method to Target Detection for UUV Vision System
- Author
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Pengfei Bi, Xue Du, Jiang Tianhao, Jian Xu, and Juan Li
- Subjects
Multidisciplinary ,General Computer Science ,Article Subject ,Computer science ,Machine vision ,020207 software engineering ,QA75.5-76.95 ,02 engineering and technology ,Matrix decomposition ,Non-negative matrix factorization ,Matrix (mathematics) ,Kernel (linear algebra) ,Nonlinear system ,Kernel method ,Kernel (image processing) ,Electronic computers. Computer science ,0202 electrical engineering, electronic engineering, information engineering ,020201 artificial intelligence & image processing ,Unmanned underwater vehicle ,Algorithm ,Subspace topology - Abstract
This paper studies an advanced intelligent recognition method of underwater target based on unmanned underwater vehicle (UUV) vision system. This method is called kernel two-dimensional nonnegative matrix factorization (K2DNMF) which can further improve underwater operation capability of the UUV vision system. Our contributions can be summarized as follows: (1) K2DNMF intends to use the kernel method for the matrix factorization both on the column and row directions of the two-dimensional image data in order to transform the original low-dimensional space with nonlinearity into a higher dimensional space with linearity; (2) In the K2DNMF method, a good subspace approximation to the original data can be obtained by the orthogonal constraint on column basis matrix and row basis matrix; (3) The column basis matrix and row basis matrix can extract the feature information of underwater target images, and an effective classifier is designed to perform underwater target recognition; (4) A series of related experiments were performed on three sets of test samples collected by the UUV vision system, the experimental results demonstrate that K2DNMF has higher overall target detection accuracy than the traditional underwater target recognition methods.
- Published
- 2020
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