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Steven F. RailsbackModeling Populations of Adaptive Individuals, Paperback
în Pickup Point de la 599.99 MDL
în 14 de zile
înainte de plată
Ecologists now recognize that the dynamics of populations, communities, and ecosystems are strongly affected by adaptive individual behaviors. Yet until now, we have lacked effective and flexible methods for modeling such dynamics. Traditional ecological models become impractical with the inclusion of behavior, and the optimization approaches of behavioral ecology cannot be used when future conditions are unpredictable due to feedbacks from the behavior of other individuals. This book provides a comprehensive introduction to state- and prediction-based theory, or SPT, a powerful new approach to modeling trade-off behaviors in contexts such as individual-based population models where feedbacks and variability make optimization impossible.
Modeling Populations of Adaptive Individuals features a wealth of examples that range from highly simplified behavior models to complex population models in which individuals make adaptive trade-off decisions about habitat and activity selection in highly heterogeneous environments. Steven Railsback and Bret Harvey explain how SPT builds on key concepts from the state-based dynamic modeling theory of behavioral ecology, and how it combines explicit predictions of future conditions with approximations of a fitness measure to represent how individuals make good--not optimal--decisions that they revise as conditions change. The resulting models are realistic, testable, adaptable, and invaluable for answering fundamental questions in ecology and forecasting ecological outcomes of real-world scenarios.
Steven F. Railsback is adjunct professor of mathematics at Humboldt State University and a consulting ecologist. His books include Individual-based Modeling and Ecology and Agent-Based and Individual-Based Modeling (both Princeton). Bret C. Harvey is an aquatic ecologist with the US Forest Service and adjunct professor of fisheries biology at Humboldt State.
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