Open Access Open Access  Restricted Access Subscription Access
Open Access Open Access Open Access  Restricted Access Restricted Access Subscription Access

A Multi-View Clustering Trust Inference Approach Using Gray Affinity Model


Affiliations
1 Department of Computer Science, Theivanai Ammal College for Women, Villupuram, Tamilnadu, India
     

   Subscribe/Renew Journal


In recent years, Multi-view Affinity Propagation (MAP) methods are important and widely accepted techniques which measure the within-view clustering and clustering consistency across different view. However, these systems suffer from several inherent shortcomings such as similarity and correlation between clusters. With the development of recommender systems, trust and similarity measured introduced as a new approach to overcome the problem. But these approaches suffer from relatively low accuracy and especially coverage too due to avoidance of implicit trust. Therefore to address these problems, in this paper we propose a framework called, Multi-View Clustering based on GrayAffinity (MVC-GA)by integrating both similarity and implicit trust. Firstly, similarity between two clusters is obtained by applying Pearson Correlation Coefficient-based Similarity. Then, it utilizes the Collaborative Filter-based Trust evaluation for each clustered view in terms of the similarity based on Gray Affinity NN algorithm. Classification of incomplete occurrences is addressed based on Gray Affinity Function. Experiments on the benchmark data sets have been performed to validate the proposed framework. The experimental results on this data sets show that MVC-GA can effectively improve both the multi-view clustering accuracy and coverage. The promising results demonstrate the effectiveness of our framework.


Keywords

Multi-View Affinity Propagation, Gray Affinity, Pearson Correlation, Collaborative Filter, Trust Evaluation.
User
Subscription Login to verify subscription
Notifications
Font Size

  • Chang-Dong Wang, Jian-Huang Lai and Philip S. Yu, “Multi-View Clustering Based on Belief Propagation”, IEEE Transactions on Knowledge and Data Engineering, Volume 28, Issue 4, April 1 2016, Pages 1007 – 1021.
  • Guibing Guo, Jie Zhang, Neil Yorke-Smith, “Leveraging multiviews of trust and similarity to enhance clustering-based recommender systems”, Elsevier, Knowledge-Based Systems, Volume 74, January 2015, Pages 14–27.
  • Yu-Meng Xu, Chang-Dong Wang, Jian-Huang Lai, “Weighted Multi-view Clustering with Feature Selection”, Elsevier, Pattern Recognition, Volume53, May 2016, Pages 25–35.
  • Qiyue Yin, ShuWu, RanHe, LiangWang, “Multi-view clustering via pairwise sparse subspace representation”, Elsevier, Neuro computing, Volume156, 25 May 2015, Pages 12–21.
  • Chi-Chun Huang, Hahn-Ming Lee, “A Grey-BasedNearestNeighbor Approach for Missing Attribute Value Prediction”, Springer, Applied Intelligence, May 2004, Volume 20, Issue 3, Pages 239–252.
  • Cheng-Xu Ye, Wu-Shao Wen, hang-Dong Wang, “Chinese–Tibetan bilingual clustering based on random walk”, Elsevier, Neuro computing, Volume 158, 22 June 2015, Pages 32–41.
  • Yangtao Wanga, Lihui Chen, “Multi-View Fuzzy Clustering with Minimax Optimization for Effective Clustering of Data from MultipleSources”, Elsevier, Artificial Intelligence, August 2016, Pages 1-34.
  • Yang Wang, Wenjie Zhangy, Lin Wu, Xuemin Lin, Meng Fang, ShiruiPan, “Iterative Views Agreement: An Iterative Low-Rank basedStructured Optimization Method to Multi-View Spectral Clustering”, Computer science Learning, August 2016, Pages 1-7.
  • Jing Wang, Xiao Wang, Feng Tian, Chang Hong Liu, Hongchuan Yu,and Yanbei Liu, “Adaptive Multi-view Semi-supervised Nonnegative Matrix Factorization”, Springer, Neural Information Processing, Volume9948, September 2016, Pages 435-444.
  • Shaokai Wang, Yunming Ye, and Raymond Y.K. Lau, “A GenerativeModel with Ensemble Manifold Regularization for Multi-view Clustering”, Springer, Advanced Intelligent Computing Theories and Applications, Volume 9227, August 2015, Pages 109-114.
  • Syed Fawad Hussain, Muhammad Mushtaq, Zahid Halim, “Multi-view document clustering via ensemble method”, Springer, Journal ofIntelligent Information Systems, August 2014, Volume 43, Issue 1, Pages 81–99.
  • Shalmali Joshi, Oluwasanmi Koyejo, Joydeep Ghosh, “Constrained Inference for Multi-View Clustering”, International Conference on MachineLearning, August 2014, Pages 1-8.
  • A. Bharathi and S. Anitha, “Multiview Clustering in Heterogeneous Environment”, Springer, Artificial Intelligence and EvolutionaryAlgorithms in Engineering Systems, Volume 325, November 2014, Pages 633-642.
  • Stephan Gunnemann, Ines Farber, Matthias Rudiger, Thomas Seidl,“SMVC: Semi-Supervised Multi-View Clustering in Subspace Projections”,ACM SIGKDD International conference on Knowledge discovery and data mining, 2014, Pages 253-262.
  • Xiangfeng Meng, Xinhai Liu, YunHai Tong, Wolfgang Glanze, Shaohua Tan, “Multi-view clustering with exemplars for scientific mapping”, Springer, Scientometrics, December 2015, Volume 105, Issue 3, Pages 1527–1552.
  • Tripti Swarnkar and Pabitra Mitra, “Graph-based unsupervised feature
  • selection and multiview clustering for microarray data”, Springer, Journal of Biosciences, October 2015, Volume 40, Issue 4, Pages 755–767.
  • Hua Wang, Feiping Nie, Heng Huang, “Multi-View Clustering and Feature Learning via Structured Sparsity”, International Conference on Machine Learning, Volume 28, 2013, Pages 1-9.
  • Ying Cui, Xiaoli Z. Fern, Jennifer G. Dy, “Non-Redundant Multi-View Clustering Via Orthogonalization”, IEEE International Conference on Data Mining, 2007, Pages 133-142.
  • Xinhai Liu, Shuiwang Ji, Wolfgang Glanzel, and Bart De Moor, “Multi-View Partitioning via Tensor Methods”, IEEE Transactions on Knowledge and Data Engineering, Volume 25, Issue 5, May 2013, Pages 1056 – 1069.
  • Xuran Zhao, Nicholas Evans, Jean-Luc Dugelay, “A subspace co-training framework for multi-view clustering”, Elsevier, Pattern RecognitionLetters, Volume 41, May 2014, Pages 73–82.
  • Geng Li, Stephan Günnemann, Mohammed J. Zaki, “Stochastic Subspace Search for Top-K Multi-View Clustering”, Database Applications Data mining, 2013, Pages 1-6.

Abstract Views: 421

PDF Views: 1




  • A Multi-View Clustering Trust Inference Approach Using Gray Affinity Model

Abstract Views: 421  |  PDF Views: 1

Authors

Rosaiya Susai Mary
Department of Computer Science, Theivanai Ammal College for Women, Villupuram, Tamilnadu, India
M. Ravichandran
Department of Computer Science, Theivanai Ammal College for Women, Villupuram, Tamilnadu, India

Abstract


In recent years, Multi-view Affinity Propagation (MAP) methods are important and widely accepted techniques which measure the within-view clustering and clustering consistency across different view. However, these systems suffer from several inherent shortcomings such as similarity and correlation between clusters. With the development of recommender systems, trust and similarity measured introduced as a new approach to overcome the problem. But these approaches suffer from relatively low accuracy and especially coverage too due to avoidance of implicit trust. Therefore to address these problems, in this paper we propose a framework called, Multi-View Clustering based on GrayAffinity (MVC-GA)by integrating both similarity and implicit trust. Firstly, similarity between two clusters is obtained by applying Pearson Correlation Coefficient-based Similarity. Then, it utilizes the Collaborative Filter-based Trust evaluation for each clustered view in terms of the similarity based on Gray Affinity NN algorithm. Classification of incomplete occurrences is addressed based on Gray Affinity Function. Experiments on the benchmark data sets have been performed to validate the proposed framework. The experimental results on this data sets show that MVC-GA can effectively improve both the multi-view clustering accuracy and coverage. The promising results demonstrate the effectiveness of our framework.


Keywords


Multi-View Affinity Propagation, Gray Affinity, Pearson Correlation, Collaborative Filter, Trust Evaluation.

References