Predicting Microbe-Disease Associations Based on a Linear Neighborhood Label Propagation Method with Multi-order Similarity Fusion Learning.

IF 3.9 2区 生物学 Q1 MATHEMATICAL & COMPUTATIONAL BIOLOGY Interdisciplinary Sciences: Computational Life Sciences Pub Date : 2024-06-01 Epub Date: 2024-03-04 DOI:10.1007/s12539-024-00607-0
Ruibin Chen, Guobo Xie, Zhiyi Lin, Guosheng Gu, Yi Yu, Junrui Yu, Zhenguo Liu
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Abstract

Computational approaches employed for predicting potential microbe-disease associations often rely on similarity information between microbes and diseases. Therefore, it is important to obtain reliable similarity information by integrating multiple types of similarity information. However, existing similarity fusion methods do not consider multi-order fusion of similarity networks. To address this problem, a novel method of linear neighborhood label propagation with multi-order similarity fusion learning (MOSFL-LNP) is proposed to predict potential microbe-disease associations. Multi-order fusion learning comprises two parts: low-order global learning and high-order feature learning. Low-order global learning is used to obtain common latent features from multiple similarity sources. High-order feature learning relies on the interactions between neighboring nodes to identify high-order similarities and learn deeper interactive network structures. Coefficients are assigned to different high-order feature learning modules to balance the similarities learned from different orders and enhance the robustness of the fusion network. Overall, by combining low-order global learning with high-order feature learning, multi-order fusion learning can capture both the shared and unique features of different similarity networks, leading to more accurate predictions of microbe-disease associations. In comparison to six other advanced methods, MOSFL-LNP exhibits superior prediction performance in the leave-one-out cross-validation and 5-fold validation frameworks. In the case study, the predicted 10 microbes associated with asthma and type 1 diabetes have an accuracy rate of up to 90% and 100%, respectively.

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基于多阶相似性融合学习的线性邻域标签传播方法预测微生物与疾病的关联性
用于预测潜在微生物-疾病关联的计算方法通常依赖于微生物与疾病之间的相似性信息。因此,通过整合多种类型的相似性信息来获取可靠的相似性信息非常重要。然而,现有的相似性融合方法并未考虑相似性网络的多阶融合。为了解决这个问题,我们提出了一种线性邻域标签传播与多阶相似性融合学习(MOSFL-LNP)的新方法来预测潜在的微生物-疾病关联。多阶融合学习包括两个部分:低阶全局学习和高阶特征学习。低阶全局学习用于从多个相似性来源中获取共同的潜在特征。高阶特征学习依靠相邻节点之间的交互作用来识别高阶相似性,并学习更深层次的交互网络结构。系数被分配给不同的高阶特征学习模块,以平衡从不同阶学习到的相似性,增强融合网络的鲁棒性。总之,通过将低阶全局学习与高阶特征学习相结合,多阶融合学习可以捕捉不同相似性网络的共享特征和独特特征,从而更准确地预测微生物与疾病的关联。与其他六种先进方法相比,MOSFL-LNP 在留一交叉验证和五倍验证框架中表现出更优越的预测性能。在案例研究中,预测与哮喘和 1 型糖尿病相关的 10 种微生物的准确率分别高达 90% 和 100%。
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来源期刊
Interdisciplinary Sciences: Computational Life Sciences
Interdisciplinary Sciences: Computational Life Sciences MATHEMATICAL & COMPUTATIONAL BIOLOGY-
CiteScore
8.60
自引率
4.20%
发文量
55
期刊介绍: Interdisciplinary Sciences--Computational Life Sciences aims to cover the most recent and outstanding developments in interdisciplinary areas of sciences, especially focusing on computational life sciences, an area that is enjoying rapid development at the forefront of scientific research and technology. The journal publishes original papers of significant general interest covering recent research and developments. Articles will be published rapidly by taking full advantage of internet technology for online submission and peer-reviewing of manuscripts, and then by publishing OnlineFirstTM through SpringerLink even before the issue is built or sent to the printer. The editorial board consists of many leading scientists with international reputation, among others, Luc Montagnier (UNESCO, France), Dennis Salahub (University of Calgary, Canada), Weitao Yang (Duke University, USA). Prof. Dongqing Wei at the Shanghai Jiatong University is appointed as the editor-in-chief; he made important contributions in bioinformatics and computational physics and is best known for his ground-breaking works on the theory of ferroelectric liquids. With the help from a team of associate editors and the editorial board, an international journal with sound reputation shall be created.
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