
Evolutionary Games and Population Dynamics
by Josef Hofbauer , Karl Sigmund-
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Summary
Table of Contents
Introduction for game theorists | |
Introduction for biologists | |
Part I. Dynamical Systems And Lotka-Volterra Equations: 1. The logistic equation | |
2. Lotka-Volterra for predator-prey systems | |
3. Lotka-Volterra for two competitors | |
4. Ecological equations for two species | |
5. Lotka-Volterra for more than two populations | |
Part II. Game Dynamics And Replicator Equations: 6. Evolutionarily stable strategies | |
7. Replicator equations | |
8. Other game dynamics | |
9. Adaptive dynamics | |
10. Asymmetric conflicts | |
11. More on bimatrix games | |
Part III. More On Lotka-Volterra And Replicator Dynamics: 12. Hypercircles and permanence | |
13. Criteria for permanence | |
14. Replicator networks | |
15. Stability in n-species communities | |
16. Some low-dimensional ecological systems | |
17. Heteroclinic cycles and C-matrices | |
Part IV. Population Genetics: 18. Discrete dynamical systems in population genetics | |
19. Continuous selection dynamics | |
20. Mutation and recombination | |
21. Fertility selection | |
22. Game dynamics for Mendelian populations | |
Bibliography | |
Index. |
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