GEOINFORMATICS RESEARCH PAPERS, publ. BS1001, doi:10.2205/2013BS008, 2013

Article Map

• Abstract
• 1. Introduction
• 2. Basic Principles and Models
• 2.1. The Maltus Model
• 2.2. Logistic Model
• 2.3. Generalized Logistic Model
• 3. Age Structured Populations
• 3.1. Introducing Age
• 3.2. Fertility and Mortality
• 3.3. Stationary Case
• 3.4. Transient Regime
• 3.5. Three-Age Model
• 4. Two Gender Population
• 4.1. Basic Equations
• 4.2. Hen-House
• 4.3. A Simple Example
• 5. Morbidity and Deceases
• 5.1. Linear Model
• 5.2. Generalized Logistic Model
• 5.3. Infections and Epidemies
• 6. Migration Processes
• 7. Results and Discussion
• 7.1. Demographic Parameter
• 7.2. Models and Demographic Indicators
• 8. Conclusion
• References

• Figure 1. The Maltus law. The population size is seen to grow up if the...
• Figure 2. The logistic curve for $\mu>0$. The population size is seen to...
• Figure 3. The logistic curve for $\mu<0$. In this case the population size...
• Figure 4. A stationary distribution over ages.
• Figure 5. Growth of population in Russia before 1990.
• Figure 6. Growth of population in Russia past 1990.

 
Citation: Lushnikov A. A., A. D. Gvishiani, Yu. S. Lyubovtseva, A. A. Makosko (2013), Evolution models for geomedical statistics, Geoinf. Res. Papers, BS1001, doi:10.2205/2013BS008.
 

Copyright 2013 by the Geophysical Center RAS.

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