Dynamics of the environment for adaptation in static resource models

Abstract
We measure the environment that is relevant to a population's adaptation as the information-theoretic uncertainty of the distribution of local environmental states that the adapting population experiences. Then we observe the dynamics of this quantity in simple models of sensory-motor evolution, in which an evolving population of agents live, reproduce, and die in a two-dimensional world while competing for resources. Although the distribution of resources is static, the agents' evolution creates a dynamic environment for adaptation.
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