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Epistasis was limited for both model populations, never rising above 5% in extensive parameter explorations.
When model populations are stratified, contacts among their respective sub-populations must be described.
Monte Carlo analysis was used to investigate the influence of variability within the human and animal model populations.
This is not very realistic when modeling individual neurons, but it seems more reasonable to model populations of neurons; see Chapter 11 of [7].
The eigendata of PPMs provide detailed quantitative and qualitative information on the dynamic behaviour of model populations, especially their asymptotic rates of growth or decline.
Each of the model populations consists of a large number of orbits with specified orbital elements, the number of objects on each orbit (with corresponding uncertainty), and the size, type, and material assignment for each object.
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We then derive an analytical procedure for projecting the model population to any future point.
What cause such phenomenon is a purpose to model population interactions [9, 23].
The use of GIS to model population-level distributions has received considerably less attention.
The simulated model population (see Figure 1, population simulation model) size was around 82,000,000 individuals representing the estimated German population of adults in 2008.
With w = 0.7, the model population is close to stability after 125 years, with an urban proportion of 89.5%.
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