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- W2564181899 abstract "We study evolutionary multi-player games in finite populations, subject to fluctuating environments. The population undergoes a birth-death process with absorbing states, and the environment follows a Markovian process, resulting in a fluctuating payoff matrix for the evolutionary game. Our focus is on the fixation or extinction of a single mutant in a population of wildtypes. We show that the nonlinear nature of fitnesses in multi-player games gives rise to an intricate interplay of selection, genetic drift and environmental fluctuations. This generates effects not seen in simpler two-player games. To analyse trajectories towards fixation we analytically calculate sojourn times for general birth-death processes in populations of two types of individuals and in fluctuating environments." @default.
- W2564181899 created "2017-01-06" @default.
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- W2564181899 date "2016-12-16" @default.
- W2564181899 modified "2023-09-27" @default.
- W2564181899 title "Sojourn times and fixation dynamics in multi-player games with fluctuating environments" @default.
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