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As a result, interest in mathematical models for populations with interaction between species has been on the increase.
However, the published studies including those discussed here are statistically too weak to discriminate between various models for populations in a given region with elevated natural background radiation.
Integration of TKTD models with spatially explicit models for populations, such as individual or agent based models, may be one possible solution if the assessment is carried out at the population level.
Mathematical models for populations of different cell types and their interactions that do not consider spatial effects have been used to explain premalignant growths and the long lag phases in tumor growth [ 12, 13].
Murphy and Wang (2001) investigated how far controlling for socioeconomic factors such as education level altered the conclusions using multilevel models for populations in a small number of countries.
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Moreover, it was also used as biological models for population dynamics [3 5].
Thus, the Downing method may be useful as a simple alternative to more complex integrated age-at-harvest models for population monitoring.
In both models (for population mean fitness and inbreeding depression), variance among populations was assumed to be equal in different population sizes and at different inbreeding coefficients.
Further theoretic studies are bridging the gap between existing models for population genetics and the consequences of LGT during microbial evolution.
Incidence rate ratios (IRRs) obtained via negative binomial regression models for population mixing, deprivation scores and population density by diagnostic group are given in Table 2, and for population mixing and deprivation by diagnostic subgroup in Table 3.
Mathematical models for population outgrowth and interactions have been developed early on [ 108], but usually the fluctuations in populations are represented using simple line graphs that indicate the population spread over time.
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models for groups
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matrices for populations
models for species
models for lives
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example for populations
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models for subgroups
model for populations
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models for benzene
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