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Area of Science:

  • Chronobiology
  • Systems Biology
  • Computational Biology

Background:

  • Detecting biological rhythms in time-series data is challenging due to low amplitude, high variability, and non-stationarity.
  • Existing methods often fail to adequately handle the complexities of biological rhythm detection.

Approach:

  • We developed Oscillation Detection using Gaussian Processes (ODeGP), integrating Gaussian Process regression and Bayesian inference.
  • ODeGP incorporates measurement errors, non-uniform sampling, and a novel kernel for non-stationary waveforms.
  • The method utilizes Bayes factors for hypothesis testing, modeling both rhythmic and non-rhythmic states.

Key Points:

  • ODeGP outperforms eight common methods in detecting stationary and non-stationary oscillations on synthetic datasets.
  • The method demonstrates superior sensitivity in detecting weak, noisy oscillations in qPCR datasets.
  • ODeGP revealed unexpected oscillations in the Bmal1 gene in mouse embryonic stem cells influenced by cell density.

Conclusions:

  • ODeGP provides a flexible and robust approach for detecting oscillations in challenging biological time-series data.
  • The method can uncover previously undetected rhythmic patterns, offering new insights into biological processes.
  • ODeGP is currently implemented as an R package for analyzing single or few time-trajectories.