Experimental design and power calculation in omics circadian rhythmicity detection using the cosinor model

Author:

Zong Wei1,Seney Marianne L.2,Ketchesin Kyle D.2,Gorczyca Michael T.3,Liu Andrew C.4,Esser Karyn A.4,Tseng George C.1,McClung Colleen A.2,Huo Zhiguang5ORCID

Affiliation:

1. Department of Biostatistics University of Pittsburgh Pittsburgh Pennsylvania USA

2. Translational Neuroscience Program, Department of Psychiatry, Center for Neuroscience University of Pittsburgh Pittsburgh Pennsylvania USA

3. Department of Computational and Systems Biology University of Pittsburgh Pittsburgh Pennsylvania USA

4. Department of Physiology and Aging University of Florida Gainesville Florida USA

5. Department of Biostatistics University of Florida Gainesville Florida USA

Abstract

SummaryCircadian clocks are 24‐h endogenous oscillators in physiological and behavioral processes. Though recent transcriptomic studies have been successful in revealing the circadian rhythmicity in gene expression, the power calculation for omics circadian analysis have not been fully explored. In this paper, we develop a statistical method, namely CircaPower, to perform power calculation for circadian pattern detection. Our theoretical framework is determined by three key factors in circadian gene detection: sample size, intrinsic effect size and sampling design. Via simulations, we systematically investigate the impact of these key factors on circadian power calculation. We not only demonstrate that CircaPower is fast and accurate, but also show its underlying cosinor model is robust against variety of violations of model assumptions. In real applications, we demonstrate the performance of CircaPower using mouse pan‐tissue data and human post‐mortem brain data, and illustrate how to perform circadian power calculation using mouse skeleton muscle RNA‐Seq pilot as case study. Our method CircaPower has been implemented in an R package, which is made publicly available on GitHub ( https://github.com/circaPower/circaPower).

Funder

National Institutes of Health

Publisher

Wiley

Subject

Statistics and Probability,Epidemiology

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