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Section 1: univariate models |
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| 1 |
Why and how to build a model |
Preface (2p.), Chapter 1 (14p.), Chapter 2 (34p.) |
| 2 |
Numerical and graphical techniques (univariate) |
4.1-4.3 (23p.) |
| 3 |
Equilibria (univariate) |
5.1-5.2 (12p.) |
| 4 |
Stability (univariate) |
5.3 (13p.) |
| 5 |
General solutions (univariate) |
6.1-6.3, 6.5-6.7 (16p.) |
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Section 2: linear multivariate models |
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| 6 |
Representing linear multivariate models with vectors and matrices |
P2.1-P2.4 (14p.) |
| 7 |
Finding equilibria in linear multivariate models |
P2.5-P2.7 (9p.) |
| 8 |
General solutions for linear multivariate models |
P2.8-P2.9 (13p.), 9.1-9.2 (18p.) |
| 9 |
Complex eigenvalues |
7.3.3 (11p.), Box 8.2, Box 9.1, Box 9.2 |
| 10 |
Demography |
Chapter 10 (37p.) |
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Section 3: nonlinear multivariate models |
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| 11 |
Equilibria (nonlinear multivariate) |
8.1-8.3 (37p.) |
| 12 |
Stability (nonlinear multivariate) |
8.1-8.3 (37p.) |
| 13 |
Multi-locus population genetics |
8.3 (9p.) |
| 14 |
Competition for resources |
Question 2 from 2021 final |
| 15 |
The evolution of ploidy |
8.4 (7p.) |
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Section 4: Evolutionary invasion analysis |
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| 16 |
Evolutionary invasion analysis I |
12.1-12.3.4 (14p.) |
| 17 |
Evolutionary invasion analysis II |
12.3.4-12.3.5, Box 12.4 (7p.) |
| 18 |
The evolution of virulence |
12.4 (6p.) |
| 19 |
The evolution of dominance |
12.5 (17p.) |
| 20 |
Review session |
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