Demography

Class at Faculty of Mathematics and Physics |

NMFP462

1. Models of population growth. Stationary and stable population. Lotka theorem.

2. Model of a random lifetime.

3. General and specific death rate. Probability of death. Initial and central exposed to risk. Infant mortality. Mortality at high ages.

4. Intensity of mortality. Gomperz-Makeham and other laws of mortality.

5. Graduation methods. Life table construction.

6. Select tables. Generation tables.

7. Lee-Carter model and related dynamic mortality models.

Population theory. Stationary and stable population.

Model of a random lifetime. Mortality rate.

Construction of life tables. Dynamic mortality modeling.