Elements of Mathematical Ecology

摘要: Preface Part I. Unstructured Population Models Section A. Single Species Models: 1. Exponential, logistic and Gompertz growth 2. Harvest models - bifurcations breakpoints 3. Stochastic birth death processes 4. Discrete-time 5. Delay 6. Branching B. Interacting Populations: 7. A classical predator-prey model 8. To cycle or not to 9. Global in 10. Chemosts 11. 12. Competition 13. Mutualism C. Dynamics of Exploited 14. optimal control theory II. Structured D. Spatially-Structured 15. Spatially-structured 16. Spatial steady states: linear problems 17. nonlinear 18. spread E. Age-Structured 19. An overview age-structured 20. The Lokta integral equation 21. difference 22. Leslie matrix 23. McKendrick-von Foerster PDE 24. Some simple F. Gender-Structured 25. Two-sex References Index.