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Detecting Evolutionary Change-Points with Branch-Specific Substitution Models and Shrinkage Priors
Xiang Ji1, Benjamin Redelings1, Shuo Su2
1Department of Mathematics, School of Science and Engineering, Tulane University, New Orleans, LA, USA.
This study introduces a new method to automatically detect evolutionary change-points using branch-specific models and shrinkage priors. This approach improves efficiency and accuracy in evolutionary analyses without needing prior knowledge of change-point locations.
Area of Science:
- Evolutionary biology
- Computational biology
- Genomics
Background:
- Branch-specific substitution models are key for identifying evolutionary shifts, but often require predefined change-point locations or struggle with large datasets.
- Existing methods face limitations in scalability and the need for prior knowledge, hindering broad application.
Purpose of the Study:
- To develop a novel computational framework that integrates branch-specific substitution models with shrinkage priors.
- To enable automatic detection of evolutionary change-points without prior location knowledge.
- To enhance the efficiency and scalability of evolutionary inference.
Main Methods:
- Integration of branch-specific substitution models with shrinkage priors for automatic change-point identification.
- Development of an analytical gradient algorithm for efficient estimation of branch-specific substitution parameters.
- Application to infer evolutionary dynamics in the BRCA1 gene and mpox virus sequences.
Main Results:
- The new method automatically identifies change-points and estimates distinct substitution parameters per branch.
- The analytical gradient algorithm achieves linear computation time with respect to the number of parameters.
- Significant computational speedups were observed: up to 90-fold in maximum-likelihood optimization and 360-fold in Bayesian inference.
Conclusions:
- This novel algorithm overcomes limitations of existing methods, enabling efficient and accurate evolutionary inference.
- The approach facilitates the study of selection pressure and mutational dynamics in diverse biological systems.
- The developed computational tools significantly advance the field of evolutionary genomics.
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