4.7 Article

One-Step Multi-View Spectral Clustering

Journal

IEEE TRANSACTIONS ON KNOWLEDGE AND DATA ENGINEERING
Volume 31, Issue 10, Pages 2022-2034

Publisher

IEEE COMPUTER SOC
DOI: 10.1109/TKDE.2018.2873378

Keywords

Spectral clustering; multi-view clustering; affinity matrix; dimensionality reduction

Funding

  1. China Key Research Program [2016YFB1000905]
  2. Key Program of the National Natural Science Foundation of China [61836016]
  3. Natural Science Foundation of China [61876046, 61573270, 61672177]
  4. Project of Guangxi Science and Technology [GuiKeAD17195062]
  5. Guangxi Natural Science Foundation [2015GXNSFCB139011]
  6. Guangxi Collaborative Innovation Center of Multi-Source Information Integration and Intelligent Processing
  7. Guangxi High Institutions Program of Introducing 100 High-Level Overseas Talents
  8. Research Fund of Guangxi Key Lab of Multisource Information Mining Security [18-A-01-01]

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Previous multi-view spectral clustering methods are a two-step strategy, which first learns a fixed common representation (or common affinity matrix) of all the views from original data and then conducts k-means clustering on the resulting common affinity matrix. The two-step strategy is not able to output reasonable clustering performance since the goal of the first step (i.e., the common affinity matrix learning) is not designed for achieving the optimal clustering result. Moreover, the two-step strategy learns the common affinity matrix from original data, which often contain noise and redundancy to influence the quality of the common affinity matrix. To address these issues, in this paper, we design a novel One-step Multi-view Spectral Clustering (OMSC) method to output the common affinity matrix as the final clustering result. In the proposed method, the goal of the common affinity matrix learning is designed to achieving optimal clustering result and the common affinity matrix is learned from low-dimensional data where the noise and redundancy of original high-dimensional data have been removed. We further propose an iterative optimization method to fast solve the proposed objective function. Experimental results on both synthetic datasets and public datasets validated the effectiveness of our proposed method, comparing to the state-of-the-art methods for multi-view clustering.

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