Applications of weighted association networks applied to compositional data in biology. (22nd June 2020)

• Record Type: Journal Article
• Authors: Espinoza, Josh L.; Shah, Naisha; Singh, Suren; Nelson, Karen E.; Dupont, Chris L.
• Is Part Of: Environmental microbiology. Volume 22:Number 8(2020)
• Page Start: 3020
• Page End: 3038
• Publication Date: 2020-06-22
• Subjects: Microbial ecology -- Periodicals; Environmental Microbiology -- Periodicals; 579.17
• DOI: 10.1111/1462-2920.15091
• Languages: English
• ISSNs: 1462-2912

Abstract

Summary: Next‐generation sequencing technologies have generated, and continue to produce, an increasingly large corpus of biological data. The data generated are inherently compositional as they convey only relative information dependent upon the capacity of the instrument, experimental design and technical bias. There is considerable information to be gained through network analysis by studying the interactions between components within a system. Network theory methods using compositional data are powerful approaches for quantifying relationships between biological components and their relevance to phenotype, environmental conditions or other external variables. However, many of the statistical assumptions used for network analysis are not designed for compositional data and can bias downstream results. In this mini‐review, we illustrate the utility of network theory in biological systems and investigate modern techniques while introducing researchers to frameworks for implementation. We overview (1) compositional data analysis, (2) data transformations and (3) network theory along with insight on a battery of network types including static‐, temporal‐, sample‐specific‐ and differential‐networks. The intention of this mini‐review is not to provide a comprehensive overview of network methods, rather to introduce microbiology researchers to (semi)‐unsupervised data‐driven approaches for inferring latent structures that may give insight into biological phenomena or abstract mechanics of complex systems.