Multi-view clustering based on anchor graph and regression is widely used to deal with high dimensional and redundant data. However, most of these methods ignore the probabilistic characteristics of anchor graph, and the effective information in different views is not fully mined. To solve these problems, we propose a multi-view clustering method based on probabilistic tensor regression (MVCPTR). Specifically, we reinterpret the regression process of the anchor graph from the perspective of probability. By modeling the anchor graph as the transition probability from samples to anchors, we construct the implicit relationship between labels of samples and anchors. In order to further mine the complementary information of multi-view data, we extend the anchor graph matrix regression to tensor regression to achieve multi-level information fusion at the representational level and decision level, and impose the Schatten p-norm constraint on the anchor label tensor and the sample label tensor to realize the bi-clustering of the anchors and samples. A large number of experiments prove the effectiveness of our proposed algorithm.

Remote sensing image classification with noisy labels is receiving increasing attention. However, the existing methods ignore the context information of the training sample and judge whether the label is a noise label only by monitoring the loss value of a single sample, which may lead to misjudgment of the sample label. Additionally, these algorithms do not consider constructing pairs of confidence instances to obtain robust potential representations after identifying confidence instances. In this paper, a Multi-view Collaborative Representation Learning (MCRL) approach from noisy labels is proposed to improve the classification performance of very high resolution (VHR) remote sensing images. Specifically, we design a correction strategy based on spatial consistency and confidence-aware mechanisms. This strategy quantitatively measures label reliability by mining the contextual information of labelled samples within the adaptive region. Leveraging the spatial consistency principle and the confidence-aware mechanism to correct and smooth the noisy labels progressively. Moreover, we construct confidence sample pairs by establishing relationships between samples within and between views to obtain robust latent representations, which improves the model's tolerance to noisy labels. Experiments show that the MCRL can significantly reduce the impact of noisy labels on the model and is more competitive than homologous algorithms.