Tournament Ratchet and Metastability in Moran Model

Research Paper#Evolutionary Biology, Population Genetics, Mathematical Modeling🔬 Research|Analyzed: Jan 3, 2026 09:18
Published: Dec 31, 2025 10:54
1 min read
ArXiv

Analysis

This paper investigates the dynamics of Muller's ratchet, a model of asexual evolution, focusing on a variant with tournament selection. The authors analyze the 'clicktime' process (the rate at which the fittest class is lost) and prove its convergence to a Poisson process under specific conditions. The core of the work involves a detailed analysis of the metastable behavior of a two-type Moran model, providing insights into the population dynamics and the conditions that lead to slow clicking.
Reference / Citation
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"The paper proves that the rescaled process of click times of the tournament ratchet converges as N→∞ to a Poisson process."
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ArXivDec 31, 2025 10:54
* Cited for critical analysis under Article 32.