2009
DOI: 10.1534/genetics.108.099127
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The Evolution of Epistasis and Its Links With Genetic Robustness, Complexity and Drift in a Phenotypic Model of Adaptation

Abstract: The epistatic interactions among mutations have a large effect on the evolution of populations. In this article we provide a formalism under which epistatic interactions among pairs of mutations have a distribution whose mean can be modulated. We find that the mean epistasis is correlated to the effect of mutations or genetic robustness, which suggests that such formalism is in good agreement with most in silico models of evolution where the same pattern is observed. We further show that the evolution of epist… Show more

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Cited by 94 publications
(110 citation statements)
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“…For this comparison we analyzed the relationship between s and ε for previous datasets from M. extorquens and E. coli where the beneficial mutations occurred consecutively in a variety of genes across the genome of a single adapting lineage [10], [11], combinations of mutations from two genes of the bacteriophage ID11 [12], and two datasets of within-protein interactions for β-lactamase [17], [38]. These datasets also displayed signs of a correlation between s and increasingly negative ε (as noted in [37]), with the exception of the intragenic data for β-lactamase (Figure S1). …”
Section: Resultsmentioning
confidence: 97%
“…For this comparison we analyzed the relationship between s and ε for previous datasets from M. extorquens and E. coli where the beneficial mutations occurred consecutively in a variety of genes across the genome of a single adapting lineage [10], [11], combinations of mutations from two genes of the bacteriophage ID11 [12], and two datasets of within-protein interactions for β-lactamase [17], [38]. These datasets also displayed signs of a correlation between s and increasingly negative ε (as noted in [37]), with the exception of the intragenic data for β-lactamase (Figure S1). …”
Section: Resultsmentioning
confidence: 97%
“…Finally, epistasis (Q) can also influence drift intensity. Larger values of Q (.2) imply more negative epistasis between pairs of mutations (Gros et al 2009) and thus increase selection intensity: deleterious mutations have smaller probabilities of becoming fixed when epistasis is more negative. It is hence not a surprise to find that drift intensity is inversely related to Q.…”
Section: Discussionmentioning
confidence: 99%
“…The parameter Q , set to 2 in classical quantitative genetics, defines the sign of average epistasis among pair of mutations: null when Q ¼ 2 (Martin et al 2007) and positive (negative) if it is smaller (larger) than 2 (Gros et al 2009). Q affects the sharpness of the transition from high to low fitness value around the distance R 1/Q that always has fitness equal to $ 1 3 C(R) (Figure 2).…”
Section: Modelmentioning
confidence: 99%
“…Pleiotropy could provide such a buffering mechanism if multiple genes contribute pleiotropically to a trait rather than a single gene targeted solely to that trait, because the functioning of the trait would not be entirely dependent on the activity of a single gene. Robustness is itself related to the curvature of the fitness function, with concave fitness curves yielding higher robustness to stochastic noise (Gros et al 2009). Nevertheless, the connection between robustness and the evolution of pleiotropy has yet to be explored explicitly.…”
Section: Evolution Of Pleiotropy 1391mentioning
confidence: 99%