Identifying the critical states of complex diseases by the dynamic change of multivariate distribution

Author:

Peng Hao1ORCID,Zhong Jiayuan12,Chen Pei1,Liu Rui13ORCID

Affiliation:

1. School of Mathematics, South China University of Technology , Guangzhou 510640, China

2. School of mathematics and big data, Foshan University , Foshan 528225, China

3. Pazhou Lab , Guangzhou 510330, China

Abstract

Abstract The dynamics of complex diseases are not always smooth; they are occasionally abrupt, i.e. there is a critical state transition or tipping point at which the disease undergoes a sudden qualitative shift. There are generally a few significant differences in the critical state in terms of gene expressions or other static measurements, which may lead to the failure of traditional differential expression-based biomarkers to identify such a tipping point. In this study, we propose a computational method, the direct interaction network-based divergence, to detect the critical state of complex diseases by exploiting the dynamic changes in multivariable distributions inferred from observable samples and local biomolecular direct interaction networks. Such a method is model-free and applicable to both bulk and single-cell expression data. Our approach was validated by successfully identifying the tipping point just before the occurrence of a critical transition for both a simulated data set and seven real data sets, including those from The Cancer Genome Atlas and two single-cell RNA-sequencing data sets of cell differentiation. Functional and pathway enrichment analyses also validated the computational results from the perspectives of both molecules and networks.

Funder

National Natural Science Foundation of China

Guangdong Basic and Applied Basic Research Foundation

Publisher

Oxford University Press (OUP)

Subject

Molecular Biology,Information Systems

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