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A kernel matrix dimension reduction method for predicting drug-target interaction

delete2017-03-01
delete22
PRE
AI
Q
Qifan Kuang
Y
Yizhou Li
Y
Yiming Wu
R
Rong Li
董永成 (Yongcheng Dong)
Y
Yan Li
Q
Qing Xiong
Z
Ziyan Huang
李梦龙 cover
李梦龙 (Menglong Li) *
DOI:10.1016/j.chemolab.2017.01.016delete
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Abstract

Abstract

En 中文
The prediction of drug-target interactions plays an important role in the drug discovery process, which serves to identify new drugs or novel targets for existing drugs. However, experimental methods for predicting drug-target interactions are expensive and time-consuming. Therefore, the in silico prediction of drug-target interactions has recently attracted increasing attention. In this study, we proposed a kernel matrix dimension reduction method (KMDR) for predicting drug-target interactions, and in order to facilitate benchmark comparisons, two other representative algorithms, the Regularized Least Squares classifier (RLS) and the semi-supervised link prediction classifier (SIP), were also used to predict drug-target interactions on a same dataset. The results show that the kernel matrix reduction dimension method could improve the performance on drug-target interaction prediction; in particular, KMDR could significantly improve performance on low degree drug target interaction prediction. We further show that, in theory, the formulations of above three algorithms have a unified form, which could be seen as a kernel matrix transformation based on eigenvalue. This finding could provide us a research direction to design better algorithms for predicting drug-target interaction by optimize kernel matrix transformation based on eigenvalue.
Keywords:
Bipartite graph link prediction
Drug-target interaction network
Kernel matrix dimension reduction method
Kernel matrix transformation
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Journal

Chemometrics and Intelligent Laboratory Systems cover
Chemometrics and Intelligent Laboratory Systems
IF:
3.8
Papers:
4.6K
Citations:
1.2W

Organization

S
sichuan university
Scholars:
12.0W
Papers: 7.7W
Citations: 100