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Johannes Pfeifer
dynare
Commits
b60d26a7
Commit
b60d26a7
authored
Nov 21, 2019
by
Johannes Pfeifer
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Add variable explanations to manual
parent
9c6d2489
Pipeline
#2389
canceled with stages
in 10 minutes and 6 seconds
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doc/manual/source/themodelfile.rst
doc/manual/source/themodelfile.rst
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doc/manual/source/themodelfile.rst
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b60d26a7
...
...
@@ 806,6 +806,11 @@ Internally, the parameter values are stored in ``M_.params``:
order
that
was
used
in
the
``
parameters
``
command
,
hence
ordered
as
in
``
M_
.
param_names
``.
The
parameter
names
are
stored
in
``
M_
.
param_names
``:
..
matvar
::
M_
.
param_names
Cell
array
containing
the
names
of
the
model
parameters
.
..
_model

decl
:
...
...
@@ 3636,6 +3641,11 @@ state of the model and shocks observed at the beginning of the
period
.
The
decision
rules
are
stored
in
the
structure
``
oo_
.
dr
``
which
is
described
below
.
..
matvar
::
oo_
.
dr
Structure
storing
the
decision
rules
.
The
subfields
for
different
orders
of
approximation
are
explained
below
.
..
command
::
extended_path
;
extended_path
(
OPTIONS
...);
...
...
@@ 3725,6 +3735,13 @@ lag. We therefore have the following identity:
M_
.
npred
+
M_
.
both
+
M_
.
nfwrd
+
M_
.
nstatic
=
M_
.
endo_nbr
..
matvar
::
M_
.
state_var
Vector
of
numerical
indices
identifying
the
state
variables
in
the
vector
of
declared
variables
.
``
M_
.
endo_names
(
M_
.
state_var
)``
therefore
yields
the
name
of
all
variables
that
are
states
in
the
model
declaration
,
i
.
e
.
that
show
up
with
a
lag
.
Internally
,
Dynare
uses
two
orderings
of
the
endogenous
variables
:
the
order
of
declaration
(
which
is
reflected
in
``
M_
.
endo_names
``),
and
an
order
based
on
the
four
types
described
above
,
which
we
will
call
the
...
...
@@ 3737,9 +3754,15 @@ purely backward variables, then mixed variables, and finally purely
forward
variables
.
Inside
each
category
,
variables
are
arranged
according
to
the
declaration
order
.
Variable
``
oo_
.
dr
.
order_var
``
maps
DR

order
to
declaration
order
,
and
variable
``
oo_
.
dr
.
inv_order_var
``
contains
the
inverse
map
.
In
other
words
,
the
k

th
variable
in
the
DR

order
corresponds
to
the
endogenous
..
matvar
::
oo_
.
dr
.
order_var
This
variables
maps
DR

order
to
declaration
order
.
..
matvar
::
oo_
.
dr
.
inv_order_var
This
variable
contains
the
inverse
map
.
In
other
words
,
the
k

th
variable
in
the
DR

order
corresponds
to
the
endogenous
variable
numbered
``
oo_
.
dr
.
order_var
(
k
)``
in
declaration
order
.
Conversely
,
k

th
declared
variable
is
numbered
``
oo_
.
dr
.
inv_order_var
(
k
)``
in
DR

order
.
...
...
@@ 3764,6 +3787,15 @@ The approximation has the stylized form:
where
:
math
:`
y
^
s
`
is
the
steady
state
value
of
:
math
:`
y
`
and
:
math
:`
y
^
h_t
=
y_t

y
^
s
`.
..
matvar
::
oo
.
dr
.
state_var
Vector
of
numerical
indices
identifying
the
state
variables
in
the
vector
of
declared
variables
,
*
given
the
current
parameter
values
*
for
which
the
decision
rules
have
been
computed
.
It
may
differ
from
``
M_
.
state_var
``
in
case
a
state
variable
drops
from
the
model
given
the
current
parameterization
,
because
it
only
gets
0
coefficients
in
the
decision
rules
.
See
:
mvar
:`
M_
.
state_var
`.
The
coefficients
of
the
decision
rules
are
stored
as
follows
:
*
:
math
:`
y
^
s
`
is
stored
in
``
oo_
.
dr
.
ys
``.
The
vector
rows
correspond
...
...
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