Mathematical Ecology: Proceedings of the Autumn Course (Research Seminars), Held at the International Centre for Theoretical Physics, Miramare-Trieste, Italy, 29 November – 10 December 1982S.A. Levin, T.G. Hallam |
Contents
Nisbet Roger M Department of Applied Physics | 2 |
A model of optimal thermoregulation during gestation | 15 |
Hadeler Karl P Lehrstuhl für Biomathematik | 28 |
Copyright | |
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abundance adult age-structured ambush analysis aphid assumed assumption asymptotically behavior benthic bioeconomic Biol biological biological interactions biomass catch chemotaxis Chesson coefficient coexistence competition consider constant cost cycles death rate defined density density-dependent dependent diffusion dispersal distribution dragonfly Ecol Ecology ecosystems eigenvalue energy environment equilibrium estimates EVOLUTIONARILY STABLE STRATEGIES fecundity Figure fish fisheries function genetic Georges Bank goldenrod growth harvesting host increase individuals infection initial interactions juvenile ladybugs larvae Levin linear Math mathematical matrix maturation Maynard Smith mortality multispecies Nisbet obtained opponent optimal parameters parasite patches payoff pelagic period persistence phytoplankton plant population densities population dynamics predator predator length predator-prey systems prey problem quota random recruitment relative reproduction resource satiation Sissenwine solution spatial species stability stochastic storage effect strategy structure theorem theory trophic level Tuna values variable Yellowtail flounder yield zero ཎྜ