Evolutionary behaviour in ecological systems with trade-offs and non-equilibrium population dynamics

A. White, J. V. Greenman, T. G. Benton, M. Boots

Research output: Contribution to journalArticle

22 Citations (Scopus)

Abstract

Question: Do non-equilibrium (cycles or chaos) population dynamics change evolutionary behaviour when compared with equilibrium dynamics? Mathematical methods: The theory of adaptive dynamics is applied to a discrete ecological model with an explicit trade-off between reproduction and survival. Simulation techniques are compared with the theoretical findings. Key assumptions: Mutations in life-history parameters are assumed to be small. A separation of the ecological and evolutionary time scales is assumed. There is a feedback loop between the environment and its inhabitants. Conclusions: With equilibrium population dynamics the shape of the trade-off can be used to characterize the evolutionary behaviour. Trade-offs with accelerating costs produce a continuously stable strategy (CSS). Trade-offs with decelerating costs produce a non-evolutionarily stable strategy (non-ESS) repellor. The characterization holds for non-equilibrium dynamics with low amplitude population oscillations. When the magnitude of the population oscillation exceeds a threshold, the characterization fails. Trade-offs with decelerating costs can produce a CSS, multiple CSSs or evolutionary branching points. The evolution of reproduction and survival parameters may be contingent on initial conditions and sensitive to small changes in other life-history parameters. Evolutionary branching allows types with distinct reproduction and survival parameters to evolve and co-exist. © 2006 Andrew White.

Original languageEnglish
Pages (from-to)387-398
Number of pages12
JournalEvolutionary Ecology Research
Volume8
Issue number3
Publication statusPublished - Mar 2006

Keywords

  • Adaptive dynamics
  • Evolutionary branching in fecundity
  • Population oscillations
  • Trade-offs

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