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integer
and is the primary key for this table.
Its initial value is zero, and it increments by one for each row.
text
and has a different value for every row;
i.e., the names are unique and can act as substitutes for the primary key.
Some of the possible values for
mixed_name
are listed below.
There may be other (unspecified) rows in this table.
text
and is
the value for the corresponding name.
mixed_name
is n_fixed
,
mixed_value
is the number of fixed effects.
mixed_name
is n_random
,
mixed_value
is the number of fixed effects.
mixed_name
is quasi_fixed
,
mixed_value
is one (zero) if we are a using a quasi-Newton (Newton)
method for optimizing the fixed effects.
mixed_name
is A_nr
,
mixed_value
is the number of rows in the
liner constraint matrix A
(the matrix has
n_fixed
columns).
mixed_name
is A_nnz
,
mixed_value
is the number of non-zeros in the
liner constraint matrix A.
mixed_name
is ran_like_fun.size_var
,
mixed_value
is the number of variables in the
algorithm that maps the fixed and random effects to the part of
the likelihood that depends on the random effects.
mixed_name
is fix_like_fun.size_var
,
mixed_value
is the number of variables in the
algorithm that maps the fixed effects to the part of
the likelihood that does not depend on the random effects.