Transition Probability-Based Multi-View Clustering Method

핵심 개념

Introducing a novel method, OSMVC-TP, for multi-view clustering based on transition probability, enhancing interpretability and clustering efficiency.

초록

Large-scale multi-view clustering algorithms based on anchor graphs lack interpretability and view consistency.
OSMVC-TP introduces a probabilistic approach leveraging transition probabilities for soft label matrices.
Schatten p-norm constraint ensures consistency in labels across views.
Extensive experiments confirm the effectiveness and robustness of OSMVC-TP.

통계

"Extensive experiments have confirmed the effectiveness and robustness of OSMVC-TP."
"Our method directly learns the transition probabilities from anchor points to categories."
"The reliability of our results is further bolstered by measuring the discrepancy between the calculated transition probability from samples to categories and the inferred soft label matrix using the Frobenius norm."

인용구

"Our method directly learns the transition probabilities from anchor points to categories."
"The reliability of our results is further bolstered by measuring the discrepancy between the calculated transition probability from samples to categories and the inferred soft label matrix using the Frobenius norm."

핵심 통찰 요약

One-Step Multi-View Clustering Based on Transition Probability

by Wenhui Zhao,... 게시일 arxiv.org 03-05-2024

https://arxiv.org/pdf/2403.01460.pdf

더 깊은 질문

How does the probabilistic approach of OSMVC-TP enhance interpretability in multi-view clustering

OSMVC-TP enhances interpretability in multi-view clustering by adopting a probabilistic approach. This approach leverages the anchor graph to represent the transition probabilities from samples to anchor points. By directly learning the transition probabilities from anchor points to categories and calculating the transition probabilities from samples to categories, soft label matrices for samples and anchor points are obtained. This probabilistic perspective assigns meaningful probability associations, improving the interpretability of the clustering model. It allows for a clearer understanding of the relationships between samples, anchor points, and categories, making the clustering process more transparent and easier to interpret.

What are the implications of the Schatten p-norm constraint on maintaining consistency in labels across different views

The Schatten p-norm constraint plays a crucial role in maintaining consistency in labels across different views. By applying the Schatten p-norm constraint on the tensor composed of the soft labels, complementary information among the views is effectively harnessed. This constraint ensures that the labels for samples and anchor points remain consistent across different views. Despite potential differences in data distributions, the Schatten p-norm constraint helps in aligning the labels and ensuring uniformity in the clustering results. It facilitates the extraction of complementary information between views, leading to more accurate and consistent clustering labels.

How can the findings of this study be applied to real-world data clustering scenarios beyond the scope of the article

The findings of this study can be applied to real-world data clustering scenarios beyond the scope of the article in various ways. For example, in the field of customer segmentation in marketing, multi-view clustering techniques can be utilized to analyze customer data from different perspectives such as demographics, behavior, and preferences. By incorporating the probabilistic approach and Schatten p-norm constraint, businesses can gain deeper insights into customer segmentation, leading to more targeted marketing strategies and personalized customer experiences. Additionally, in healthcare, multi-view clustering can be applied to integrate patient data from different sources like medical records, genetic information, and lifestyle factors to improve disease diagnosis and treatment planning. The interpretability and consistency provided by OSMVC-TP can enhance the accuracy and effectiveness of clustering in these real-world applications.