Chapters
Appendices
- Appendix 1
- Appendix 2
- Appendix 3
- Appendix 4
- Appendix 5
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(detailed contents)
Mathematical modeling in biology
How to construct a model
Deriving classic models in ecology and evolutionary biology
Functions and approximations
Numerical and graphical techniques – Developing a feeling for your model
Equilibria and stability analyses – One variable models
General solutions and transformations – One variable models
An introduction to linear algebra
Equilibria and stability analyses – Linear models with multiple variables
Equilibria and stability analyses – Non-linear models with multiple variables
General solutions and transformations – Models with multiple variables
Dynamics of class-structured populations
Techniques for analyzing models with periodic behavior
Evolutionary invasion analysis
An introduction to probability theory
Probabilistic models
Analyzing discrete stochastic models
Analyzing continuous stochastic models – Diffusion in space and time
Commonly used mathematical rules
Some important rules from calculus
The Perron-Frobenius theorem
Finding maxima and minima
Moment generating functions
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About the Authors
About the Cover Art
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in Ecology and Evolution
