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N >= 1
be the minimum integer such that
s = ( age_max - age_min ) / N <= ode_step_size
Define the set of age points
@(@
a_i = i * s
@)@ for @(@
i = 0, \ldots , N
@)@, and define the set
@[@
S = \{ a_0, a_1 , \ldots , a_N \}
@]@
Note that @(@
a_0
@)@ is
age_min
and @(@
a_N
@)@ is
age_max
.
The age average grid is the union of the set @(@
S
@)@
and the set of age points in
age_avg_split
.
This grid is used both for
approximating averages
and for approximation the solution of the dismod_at
ordinary differential equation
.
If age_avg_split
is the empty set,
the age average grid is the set @(@
S
@)@.
integer
and is the primary key for
the this table.
Its initial value is zero, and it increments by one for each row.
real
and is a monotone
increasing values in the age average grid.
The values are unique; i.e.,
none of the values are repeated.