2023
DOI: 10.1109/tcbb.2022.3215194
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LDCMFC: Predicting Long Non-Coding RNA and Disease Association Using Collaborative Matrix Factorization Based on Correntropy

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Cited by 7 publications
(4 citation statements)
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“…WGRCMF: 39 Prediction algorithm based on collaborative matrix factorization and graph regularization. LDCMFC: 23 Matrix factorization method based on correlation entropy. SCCPMD: 22 Algorithm based on probabilistic matrix factorization and logistic function-corrected similarity.…”
Section: Discussionmentioning
confidence: 99%
See 1 more Smart Citation
“…WGRCMF: 39 Prediction algorithm based on collaborative matrix factorization and graph regularization. LDCMFC: 23 Matrix factorization method based on correlation entropy. SCCPMD: 22 Algorithm based on probabilistic matrix factorization and logistic function-corrected similarity.…”
Section: Discussionmentioning
confidence: 99%
“…Therefore, they proposed the probability matrix factorization method, SCCPMD, preprocessing the similarity matrix using a logistic function, and then calculating the final score matrix based on probability matrix factorization methods. Xi et al 23 believed that traditional Euclidean calculation methods have poor robustness when predicting noisy data, thus introducing a collaborative matrix factorization method based on mutual information entropy (LDCMFC). Although current matrix factorization methods have achieved promising results in predicting the association between LncRNAs and diseases, they have largely overlooked the cold start problem caused by the extreme sparsity of the LncRNA-disease association matrix.…”
Section: ■ Introductionmentioning
confidence: 99%
“…Machine learning methods have been applied to various association discovery tasks (Zou et al, 2018;Peng et al, 2019;Shen et al, 2022;Wu et al, 2022;Yu et al, 2022;Lin et al, 2023a;Peng et al, 2023a;Peng et al, 2023b;Peng et al, 2024b;Han et al, 2023;Liu and Zhang, 2023;Qi and Zou, 2023;Xiong et al, 2023;Xu et al, 2024;Zhang et al, 2024). Consequently, machine learning algorithms have been broadly applied in LDA prediction, for example, collaborative filtering (Yu et al, 2019), graph regularization (Liu et al, 2020;, matrix factorization (Fu et al, 2018;Wang et al, 2020;Xi et al, 2022), heterogeneous graph learning framework, (Cao et al, 2023), and ensemble learning models (Peng et al, 2022a). Notably, deep learning has been broadly applied due to its powerful classification performance (Sun et al, 2022;Wang et al, 2023b;Hu et al, 2023;Jiang et al, 2023;Zhou et al, 2024a), such as in the graph convolution network (Wang W. et al, 2022), node2vec (Li et al, 2021), collaborative deep learning (Lan et al, 2020), deep neural network (Wei et al, 2020), deep multi-network embedding (Ma, 2022), graph autoencoder (Liang et al, 2023;Zhou et al, 2024b), and a capsule network with the attention mechanism .…”
Section: Introductionmentioning
confidence: 99%
“…In addition, several network-based methods have been developed to identify potential LDAs. These methods include multi-layer network model (MHRWR) [ 42 ], Laplace normalized random walk with restart (LRWRHLDA) [ 43 ], weighted graph regularized collaborative matrix factorization (WGRCMF) [ 44 ], collaborative matrix factorization with the maximized correntropy (LDCMFC) [ 45 ], dual sparse collaborative matrix factorization (WGRCMF) [ 44 ] and graph regularized nonnegative matrix factorization (LDGRNMF) [ 46 ]. Based on existing studies, Chen et al.…”
Section: Introductionmentioning
confidence: 99%