Progress in Mathematical EcologySergei Petrovskii This book is a printed edition of the Special Issue "Progress in Mathematical Ecology" that was published in Mathematics |
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abundance Allee effect ancestral process autoimmune axioms behavior beta diversity biodiversity Biol biomass Brownian motion chaos coalescence probability corresponding coupled system given CrossRef CrossRef][PubMed dependence diffusion coefficient diffusion model disease distribution diversity indices diversity profiles domain double-pair Ecol ecological ecosystem engineers effective number entropy equilibrium estimators Figure function genealogical given by Equation grey growth rate Hill numbers Hopf bifurcation increasing individuals infection initial conditions interactions Kingman coalescent Klausmeier L´evy walks least one coalescence linear Math measure mortality multi-coalescence non-coalescence nonlocal consumption parameter values parity patches pattern formation Petrovskii population density population dynamics precipitation predator prey-predator PubMed random walk reaction–telegraph equation red squirrel population red squirrels regulatory T cells Sciurus Section Shannon index simulations single-pair solution spatial spatiotemporal species stable steady Theor trap counts usable habitats variable vegetation patterns virgin habitats wavenumber δ δ ρ ρ