Solvable model for template coexistence in protocells
Compartmentalization of self-replicating molecules in protocells is a necessary step towards the evolution of modern cells. However, coexistence between distinct template types inside a protocell can be achieved only if there is a selective pressure favoring protocells with a mixed template composit...
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Veröffentlicht in: | Europhysics letters 2013-02, Vol.101 (3), p.P1-P1 |
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description | Compartmentalization of self-replicating molecules in protocells is a necessary step towards the evolution of modern cells. However, coexistence between distinct template types inside a protocell can be achieved only if there is a selective pressure favoring protocells with a mixed template composition. Here the authors study analytically a group selection model for the coexistence between two template types using the diffusion approximation of population genetics. The model combines competition at the template and protocell levels as well as genetic drift inside protocells. At the steady state, they find a continuous phase transition separating the coexistence and segregation regimes, with the order parameter vanishing linearly with the distance to the critical point. In addition, they derive explicit analytical expressions for the critical steady-state probability density of protocell compositions. |
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However, coexistence between distinct template types inside a protocell can be achieved only if there is a selective pressure favoring protocells with a mixed template composition. Here the authors study analytically a group selection model for the coexistence between two template types using the diffusion approximation of population genetics. The model combines competition at the template and protocell levels as well as genetic drift inside protocells. At the steady state, they find a continuous phase transition separating the coexistence and segregation regimes, with the order parameter vanishing linearly with the distance to the critical point. In addition, they derive explicit analytical expressions for the critical steady-state probability density of protocell compositions.</abstract></addata></record> |
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subjects | Approximation Density Evolution Exact solutions Genetics Mathematical analysis Order parameters Steady state |
title | Solvable model for template coexistence in protocells |
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