| 1. | The analytic solution is useful in analyzing the behavior of population models.
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| 2. | Not all population models are necessarily negative density dependent.
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| 3. | In the two population model, one population gains at the expense of another.
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| 4. | However, more recent comparison do not support Thorne's dual Pleistocene population model.
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| 5. | In the one population model, the only stable state is the mixed strategy Nash equilibrium.
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| 6. | The variance effective population size of the more relaxed population model is then calculated with respect to the strict model.
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| 7. | Population models suggest that strategic grazing may be one of the most effective long-term control option for infested pastures.
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| 8. | Matrix population models were used and the conclusion was that " such low survival probabilities cannot sustain long-term viable populations.
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| 9. | The two population models provide such an asymmetry and the members of each population will then use that to correlate their strategies.
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| 10. | In another, there are two population models where each population only plays against the other population ( and not against itself ).
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