2020:groups:g8:start
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===== Assignment ===== | ===== Assignment ===== | ||
- | Propose a mathematical model to investigate mutualistic investment, its potential trade-offs and their consequences for the longevity | + | Propose a mathematical model to investigate mutualistic investment, its potential trade-offs and their consequences for the persistence |
- | ===== Questions & Suggestions | + | ===== Suggested questions |
- | - A possible consequence of competing strategies is exclusion of the worse strategy. Although the better ant mutualism is the one that provides more benefits to its host plant, its lower host–plant exploitation does not give this ant species a competitive advantage. Can your model support local coexistence of the two ant species? | + | - Is the coexistence of the two ant species |
- | - Is there a optimal proportion of the two strategies in the worker force? (A proportion that leads to the greatest ant population, or leads to the greatest growth rates...) | + | - Will the scenario proposed by Orivel //et al.// lead to competitive |
- | - Can your model help elucidate | + | - Is there an optimal proportion of the two strategies in the worker force? (A proportion that leads to the greatest ant population, or leads to the greatest growth rates...) |
+ | |||
+ | Further well-grounded questions from the group are welcome. | ||
===== References ===== | ===== References ===== | ||
- | Orivel | + | Jérôme |
Leroy, C., Séjalon‐Delmas, | Leroy, C., Séjalon‐Delmas, | ||
Dejean, Alain; Solano, Pascal J., Ayroles, Julien; Corbara, Bruno and Orivel, Jérôme | Dejean, Alain; Solano, Pascal J., Ayroles, Julien; Corbara, Bruno and Orivel, Jérôme |
2020/groups/g8/start.txt · Last modified: 2024/01/09 18:45 by 127.0.0.1