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A Generalized Deep Learning Algorithm Based on NMF for Multi-View Clustering

delete2023-02-01
delete31
PRE
AI
王德贤 cover
王德贤 (Dexian Wang)
T
Tianrui Li *
P
Ping Deng
J
Jia Liu
黄维 cover
黄维 (Wei Huang)
F
Fan Zhang
DOI:10.1109/TBDATA.2022.3163584delete
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Abstract

Abstract

En 中文
Multi-view clustering research is a hot topic in the field of data mining, where complementary information between views can better describe data objects and improve the clustering performance. Non-negative matrix factorization (NMF) based multi-view clustering algorithm suffers from weak feature extraction, slow convergence speed and low accuracy. To solve these problems, this paper proposes a generalized deep learning multi-view clustering (GDLMC) algorithm based on NMF. Firstly, via decoupling the elements in the matrix, the matrix elements are non-negatively restricted using an activation function with a non-negative value domain, and the elements are updated employing stochastic gradient descent with learning rate guidance. Then, the corresponding gradients when the elements update are transformed into generalized weights and generalized biases, followed by combining the generalized weights and generalized biases with activation functions to construct generalized deep learning (GDL). Further, GDL is adopted to learn the corresponding low-dimensional matrix of each view and consensus matrix for obtaining the GDLMC algorithm. In addition, the detailed reasoning of the GDLMC algorithm are given. Finally, extensive experiments are conducted on four public datasets including regular and large-scale datasets, and the experimental results show that GDLMC has significant advantages.
Keywords:
Clustering algorithms
Clustering methods
Deep learning
Dimensionality reduction
Convergence
Fans
Collaboration
Multi-view clustering
stochastic gradient descent
non-negative matrix factorization
deep learning

Journal

I
IEEE Transactions on Big Data
IF:
5.7
Papers:
834
Citations:
3.0K

Organization

S
Southwest Jiaotong University
Scholars:
2.9W
Papers: 2.1W
Citations: 2.3W