2020
DOI: 10.3389/fmicb.2020.592430
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RNMFMDA: A Microbe-Disease Association Identification Method Based on Reliable Negative Sample Selection and Logistic Matrix Factorization With Neighborhood Regularization

Abstract: Microbes with abnormal levels have important impacts on the formation and development of various complex diseases. Identifying possible Microbe-Disease Associations (MDAs) helps to understand the mechanisms of complex diseases. However, experimental methods for MDA identification are costly and time-consuming. In this study, a new computational model, RNMFMDA, was developed to find possible MDAs. RNMFMDA contains two main processes. First, Reliable Negative MDA samples were selected based on Positive-Unlabeled… Show more

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Cited by 22 publications
(19 citation statements)
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“… Chen et al (2017) exploited the first MDA prediction method (KATZHMDA) based on the KATZ technique. Several MDA prediction models are then developed to discover the possible MDAs, for example, recommendation model based on neighbor information and MDA graph (NGRHMDA) ( Huang et al, 2017 ), network consistency projection method (NCPHMDA) ( Bao et al, 2017 ), network topological similarity method (NTSHMDA) ( Luo and Long, 2018 ), adaptive boosting method ( Peng et al, 2018 ), bi-direction similarity integration propagation method ( Zhang et al, 2018 ), binary matrix completion method (BMCMDA), matrix decomposition method ( Qu et al, 2019 ), and matrix factorization method combing credible negative MDA selection ( Peng et al, 2020a ). The above models obtained better performance for MDA prediction.…”
Section: Introductionmentioning
confidence: 99%
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“… Chen et al (2017) exploited the first MDA prediction method (KATZHMDA) based on the KATZ technique. Several MDA prediction models are then developed to discover the possible MDAs, for example, recommendation model based on neighbor information and MDA graph (NGRHMDA) ( Huang et al, 2017 ), network consistency projection method (NCPHMDA) ( Bao et al, 2017 ), network topological similarity method (NTSHMDA) ( Luo and Long, 2018 ), adaptive boosting method ( Peng et al, 2018 ), bi-direction similarity integration propagation method ( Zhang et al, 2018 ), binary matrix completion method (BMCMDA), matrix decomposition method ( Qu et al, 2019 ), and matrix factorization method combing credible negative MDA selection ( Peng et al, 2020a ). The above models obtained better performance for MDA prediction.…”
Section: Introductionmentioning
confidence: 99%
“…Therefore, in this manuscript, inspired by the neighborhood information method provided by Liu et al (2020) and Peng et al (2020a) and the neighbor propagation algorithm provided by Zhang et al (2018) , we developed an MDA prediction framework by integrating negative MDA selection, linear neighborhood similarity, label propagation, and information integration to find microbes associated with colon cancer and colorectal cancer. Firstly, microbe similarity matrix and disease similarity matrix were computed based on their Gaussian association profile (GAP) and symptom features.…”
Section: Introductionmentioning
confidence: 99%
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“…The database only contains 39 disease entities and 292 microbial species, and the relationship between the two entities is established at the text level [11]. Most studies on the prediction of microbial disease associations are based on this database like KATZHMDA [12], NCPHMDA [13], MDLPHMDA [14], RNMFMDA [15]. However, due to the limited types of diseases and microorganisms included in this database, a large amount of information in biomedical texts has not been fully mined.…”
Section: Introductionmentioning
confidence: 99%
“…Machine learning-based methods mainly contain matrix factorization-based LPI prediction methods and ensemble learning-based LPI prediction methods. Matrix factorization methods have been widely applied to various association prediction areas (Peng et al, 2020). Liu et al (2017), Zhang T. et al (2018), Zhao et al (2018a), and Shen et al (2019) used matrix factorization methods to predict possible LPIs.…”
Section: Introductionmentioning
confidence: 99%