age period cohort models: a simple explanation
DESCRIPTION
A simple explanation of Age Period Cohort Models as applied to mortality data.TRANSCRIPT
-
Y log E rij i j k
Where i is the effect of the ith age group, j the jth period and k is the kth birth cohort where k= I-i+j expresses the identifiability problem due to the perfect linear relation between age, period and cohort Age=Period-Cohort (A=P-C).
Age Period Cohort Models: A simple explanation
M C Malvezzi PhD
-
Y log E rij i j k
Where i is the effect of the ith age group, j the jth period and k is the kth birth cohort where k= I-i+j expresses the identifiability problem due to the perfect linear relation between age, period and cohort Age=Period-Cohort (A=P-C).
The age effect
is expressed as
an age specific
mortality rate.
Age Period Cohort Models: A simple explanation
M C Malvezzi PhD
-
Y log E rij i j k
Where i is the effect of the ith age group, j the jth period and k is the kth birth cohort where k= I-i+j expresses the identifiability problem due to the perfect linear relation between age, period and cohort Age=Period-Cohort (A=P-C).
The age effect
is expressed as
an age specific
mortality rate.
The period
effect is
expressed as a
relative risk to
the reference
period
Age Period Cohort Models: A simple explanation
M C Malvezzi PhD
-
Y log E rij i j k
Where i is the effect of the ith age group, j the jth period and k is the kth birth cohort where k= I-i+j expresses the identifiability problem due to the perfect linear relation between age, period and cohort Age=Period-Cohort (A=P-C).
The age effect
is expressed as
an age specific
mortality rate.
The period
effect is
expressed as a
relative risk to
the reference
period.
The cohort effect is
expressed as a
relative risk to the
reference cohort.
Age Period Cohort Models: A simple explanation
M C Malvezzi PhD