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Includes bibliographical references (p. 179-183) and index.
Front Cover; Dynamical Models in Biology; Copyright Page; Preface; Contents; Chapter 1. Discrete Population Models; 1.1 Nonoverlapping Generations and Discrete Time Models; 1.2 Population with Age Structure; Chapter 2. Population Dynamics in Continuous time; 2.1 The Logistic Equation and Human Demography; 2.2 Two Interacting Species-Predator and Prey; 2.3 Two Interacting Species-Competition and Cooperation; 2.4 More Species; 2.5 More Realism; Chapter 3. Epidemics; 3.1 The Spread of Diseases and Susceptibles/Infectives/Removed Models; 3.2 Sexually Transmitted Diseases
3.3 A Model of Pair Formation3.4 The Spread of Epidemics in Space; Chapter 4. Evolution And population Genetics; 4.1 The Phase Space of Genotypes and the Hardy-Weinberg Law; 4.2 Equations of Selection, Recombination, and Mutation; 4.3 The Origins of Life and Eigen's Hypercycle; 4.4 The Immune System; Chapter 5. Morphogenesis And Pattern Formation; 5.1 Modeling the Embryo-Thom's Catastrophe Theory; 5.2 Animal Hide and Shell Patterns; Appendix 1. Discrete Mathematics; A1.1 Linear Algebra; A1.2 One-Dimensional Discrete Semiflows; A1.3 Discrete Dynamical Systems; A1.4 Branching Processes
use back cover copy* A 'down-to-earth' introduction to the growing field of modern mathematical biology* Also includes appendices which provide background material that goes beyond advanced calculus and linear algebra