ArticleBMC evolutionary biology2017
Analysis of a mechanistic Markov model for gene duplicates evolving under subfunctionalization.
Article in BMC evolutionary biology, 2017. The graph could read no effect estimate from its abstract, so it casts no vote on the map. Cited by 10 papers.
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Who cites it
10 citing papers in PubMed.
- The VelB IDD promotes selective heterodimer formation of velvet proteins for fungal development.Life science alliance · 2026Article
- Understanding Functional Evolution in Orthologs and Paralogs.Journal of molecular evolution · 2025Review
- A Comprehensive Profiling of the RicePlants (Basel, Switzerland) · 2025Article
- Expectations of duplicate gene retention under the gene duplicability hypothesis.BMC ecology and evolution · 2023Article
- Dosage balance acts as a time-dependent selective barrier to subfunctionalization.BMC ecology and evolution · 2023Article
- WGDTree: a phylogenetic software tool to examine conditional probabilities of retention following whole genome duplication events.BMC bioinformatics · 2022Article
- A Simple Evolutionary Model of Genetic Robustness After Gene Duplication.Journal of molecular evolution · 2022Article
- Detecting Selection on Segregating Gene Duplicates in a Population.Journal of molecular evolution · 2021Article
- Article
- Pseudogenization of theZoological research · 2017Article
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4 authors.
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Abstract
backgroundGene duplication has been identified as a key process driving functional change in many genomes. Several biological models exist for the evolution of a pair of duplicates after a duplication event, and it is believed that gene duplicates can evolve in different ways, according to one process, or a mix of processes. Subfunctionalization is one such process, under which the two duplicates can be preserved by dividing up the function of the original gene between them. Analysis of genomic data using subfunctionalization and related processes has thus far been relatively coarse-grained, with mathematical treatments usually focusing on the phenomenological features of gene duplicate evolution.
resultsHere, we develop and analyze a mathematical model using the mechanics of subfunctionalization and the assumption of Poisson rates of mutation. By making use of the results from the literature on the Phase-Type distribution, we are able to derive exact analytical results for the model. The main advantage of the mechanistic model is that it leads to testable predictions of the phenomenological behavior (instead of building this behavior into the model a priori), and allows for the estimation of biologically meaningful parameters. We fit the survival function implied by this model to real genome data (Homo sapiens, Mus musculus, Rattus norvegicus and Canis familiaris), and compare the fit against commonly used phenomenological survival functions. We estimate the number of regulatory regions, and rates of mutation (relative to silent site mutation) in the coding and regulatory regions. We find that for the four genomes tested the subfunctionalization model predicts that duplicates most-likely have just a few regulatory regions, and the rate of mutation in the coding region is around 5-10 times greater than the rate in the regulatory regions. This is the first model-based estimate of the number of regulatory regions in duplicates.
conclusionsStrong agreement between empirical results and the predictions of our model suggest that subfunctionalization provides a consistent explanation for the evolution of many gene duplicates.
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