| 1. | These variations are available in models such as the two and three parameter logistic models.
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| 2. | Another common model for over dispersion when some of the observations are not logistic model.
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| 3. | The logistic model was proposed as a simpler alternative, and has enjoyed wide use since.
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| 4. | The expected number ( from the logistic model ) can be calculated using the equation from the logistic regression.
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| 5. | The logistic models also show density dependence, meaning the per capita population growth rates decline as the population density increases.
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| 6. | With rescaling of the ability parameter, it is possible to make the 2PL logistic model closely approximate the cumulative normal ogive.
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| 7. | This is a graph of observed proportion of successes in the data and the expected proportion as predicted by the logistic model.
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| 8. | Under the logistic model, population growth rate between these two limits is most often assumed to be sigmoidal ( Figure 1 ).
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| 9. | Unlike Schaefer's logistic model, MSY in most modern fisheries models occurs at around 30 % of the unexploited population size.
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| 10. | The logistic model ( or logistic function ) is a function that is used to describe bounded population growth under the previous two assumptions.
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