In genomic applications, there is often interest in identifying genes whose time-course expression trajectories exhibit periodic oscillations with a period of approximately 24 hours (circadian genes). While it is natural to expect that the expression of gene i at time j might depend to some degree on the expression of the other genes measured at the same time, widely-used rhythmicity detection techniques do not accommodate for the potential dependence across genes. We develop a Bayesian approach for periodicity identification that explicitly takes into account the complex dependence structure across time-course trajectories in gene expressions. The methodology is applied to a plant gene expression dataset.

Detecting circadian gene expressions via Bayesian analysis: an application to the Arabidopsis Thaliana dataset

Amir Khorrami Chokami;
2024-01-01

Abstract

In genomic applications, there is often interest in identifying genes whose time-course expression trajectories exhibit periodic oscillations with a period of approximately 24 hours (circadian genes). While it is natural to expect that the expression of gene i at time j might depend to some degree on the expression of the other genes measured at the same time, widely-used rhythmicity detection techniques do not accommodate for the potential dependence across genes. We develop a Bayesian approach for periodicity identification that explicitly takes into account the complex dependence structure across time-course trajectories in gene expressions. The methodology is applied to a plant gene expression dataset.
2024
978-3-031-64447-4
Bayesian Fourier analysis; high-dimensional data; circadian rhythms; gene expressions
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Utilizza questo identificativo per citare o creare un link a questo documento: https://hdl.handle.net/11584/457605
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