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integer
and is its value is the
primary key for this table.
Its initial value is zero, and it increments by one for each row.
text
.
The possible values are:
integer
.
If
mulcov_type
is rate_value
,
rate_id
is the
rate_id
that determines
the rate that this covariate and multiplier effects.
If
mulcov_type
is meas_value
or meas_noise
,
this column must be null
.
integer
.
If
mulcov_type
is rate_value
,
this column should be null
.
If
mulcov_type
is meas_value
or meas_noise
,
integrand_id
is the
integrand_id
that determines
which measurement integrand this multiplier effects.
The corresponding integrand cannot be a covariate multiplier; see
mulcov_mulcov_id
below
integrand_name
.
integer
and is a
covariate_id
in the covariate
table.
This specifies the covariate column in the
data_table
that this multiplier acts on.
integer
and is a
group_id
.
There is a fixed effect covariate multiplier for all the data
that has a subgroup_id
that
corresponds to this group id.
This covariate only affects the average integrand for data points in
this group; see
group_id
.
The
group_id
cannot be null.
integer
and its value is a
smooth_id
in the smooth_grid
table.
This smoothing is the prior for
the fixed effects corresponding to this covariate multiplier.
If the
group_smooth_id
is null
, these fixed effects
are always zero and no model_variables
are allocated for them.
group_smooth_id
is not null,
mulcov_type
is rate_value
,
and
rate_id
corresponds to
rate_name
pini
,
group_smooth_id
must correspond to
n_age
equal to one
(because age will have no effect for this covariate multiplier).
integer
and its value is a
smooth_id
in the smooth_grid
table.
This smoothing is the prior for
the random effects corresponding to this covariate multiplier.
If the
subgroup_smooth_id
is null
, these random effects
are always zero and no model_variables
are allocated for them.
mulcov_type
is meas_noise
,
subgroup_smooth_id
must be null.
subgroup_smooth_is
is not null,
mulcov_type
is rate_value
and
rate_id
corresponds to
rate_name
pini
,
subgroup_smooth_id
must correspond to
n_age
equal to one
(because age will have no effect for these covariate multipliers).
covariate
table.