tutorial

Vuwyung

Le téléchargement nécessite un accès à la bibliothèque YouScribe
Tout savoir sur nos offres

26 pages

Español

Le téléchargement nécessite un accès à la bibliothèque YouScribe
Tout savoir sur nos offres

A propos
Informations
Extrait

Description

Informations

Publié par	Vuwyung
Nombre de lectures	24
Langue	Español

Extrait

.
.
.
TUTORIAL
not
OF
.
LUSTRE
.
Nicolas
.
HALBW
no
A
.
CHS
.
P
.
ascal
.
RA
.
YMOND
duction
Jan
added
uary
.
24,
17
2002
.
Con
recursiv
ten
.
ts
19
1
.
Basic
of
language
.
2
alues
1.1
.
Simple
This
con
as
trol
the
devices
most
.
1
.
.
.
.
.
no
.
.
.
.
.
17
.
orks
.
.
.
.
.
18
.
.
.
.
.
.
.
.
.
prop
.
.
.
.
.
20
.
.
.
.
.
.
.
21
.
is
2
Lustre
1.2
ols
Numerical
systematic
examples
complete
.
are
.
rra
.
ed
.
.
.
.
.
.
.
.
.
.
.
The
.
with
.
.
.
.
.
.
.
.
.
.
.
Tw
.
net
.
.
.
.
.
.
.
.
.
.
.
.
.
V
.
Program
8
.
1.3
.
T
.
uples
.
.
.
.
.
.
4.2
.
safet
.
.
.
.
.
.
.
.
.
.
.
.
.
Numerical
.
.
.
.
.
.
.
.
.
.
.
.
.
.
.
y
.
cumen
.
in
.
the
.
and
.
ciated
.
e
.
e
.
tation
.
but
.
y
.
basic
.
12].
.
t
.
recursiv
11
are
2
[32
Clo
.
c
.
ks
.
11
.
3
.
Arra
.
ys
.
and
.
recursiv
.
e
.
no
3.5
des
delay
13
de
3.1
recursion
W
.
arning
.
.
.
.
.
.
.
.
.
.
.
.
.
.
.
.
.
.
3.6
.
o
.
e
.
w
.
.
.
.
.
.
.
.
.
.
.
.
.
.
.
.
.
.
.
.
.
.
.
.
.
4
.
eriation
.
4.1
.
comparison
.
.
.
.
.
.
.
.
13
.
3.2
.
A
.
binary
.
adder
.
.
.
.
.
.
.
.
19
.
Pro
.
of
.
y
.
erties
.
.
.
.
.
.
.
.
.
.
.
.
.
.
.
.
.
.
.
.
.
.
.
4.3
.
v
.
.
.
.
.
.
.
.
.
.
.
.
.
.
13
.
3.3
.
The
.
exclusive
.
no
.
de
.
.
.
.
Bibliograph
.
23
.
do
.
t
.
an
.
tro
.
to
.
language
.
V
.
its
.
so
.
to
.
W
.
will
.
giv
.
a
.
presen
.
of
.
language
.
a
.
bibliograph
.
is
.
The
.
references
.
[8,
16
The
3.4
recen
The
features
delay
ys
no
e
de
des
with
describ
arra
in
ys
].
.
A
.Most
oin
not
Y
a
X
2
Figure
in
1:
;
A
a
No
and
de
the
1
qual
Basic
"
language
:
A
t
Lustre
a
program
".
or
r
subprogram
is
is
(X:
called
a
a
ts
no
\
de
and
.
olean
Lustre
(
is
:
a
b
functional
and
language
^
op
:
erating
,
on
op
streams
meanings
.
n
F
only
or
"
the
follo
momen
bool
t
giv
let
Y
us
dees
consider
b
that
t
a
pre
stream
the
is
:
a
"
ite
to
or
streams
inite
a
sequence
n
of
=
v
:
alues
:
All
olean
the
Bo
v
1
alues
:
of
n
a
usual
stream
that
are
\
of
list
the
-V4
same
v
t
is
yp
tak
e
of
whic
cycle
h
one
is
"
called
v
the
is
t
node
yp
returns
e
deition
of
Y
the
b
stream
equation
A
X
program
This
has
Y
a
side
cyclic
always
b
the
eha
side
vior
and
A
This
t
olv
the
parameter
n
op
th
\
execution
\
cycle
usual
of
erators
the
erate
program
wise
all
A
the
1
in
;
v
;
olv
:
ed
and
streams
b
tak
2
e
:
their
;
n
)
th
o
v
then
alue
is
A
stream
no
^
de
a
dees
2
one
:
or
^
sev
:
eral
.
output
erators
parameters
ailable
as
a
functions
are
of
op
one
is
or
builtn
sev
in
eral
:
input
them
parameters
ob
All
xor
these
exclusiv
parameters
#
are
an
streams
b
1.1
olean
Simple
true
con
if
trol
at
devices
its
1.1.1
\
The
\
r
explicit
aising
op
e
de
dge
the
no
wing
de
EDGE
As
bool
a
(Y:
v
The
ery
of
st
output
example
is
let
en
us
y
consider
single
a
:
Bo
=
olean
and
stream
pre
X
equation
=
\
(
"
x
leftand
1
to
;
e
x
e
2
to
;
righ
:
hand
:
expression
:
X
;
not
x
".
n
expression
;
v
:
es
:
input
:
X
)
three
.
erators
W

e
and
w
and
an
not
t
are
to
Bo
dee
op
another
extended
Bo
op
olean
p
stream
t
Y
on
=
if
(
=
y
a
1
;
;
2
y
:
2
:
;
a
:
;
:
:
:
)
;
B
y
(
n
1
;
b
:
;
:
:
:
;
)
n
corresp
:
ond
:
ing
are
to
w
the
Bo
rising
streams
edge
A
of
B
X
the
,
olean
i
(
suc
1
h
b
that
;
y
2
n
b
+1
;
is
:
true
;
if
n
and
b
only
;
if
:
x
)
n
Most
is
op
false
are
and
v
x
in
n
w
+1
y
is
and
true
called
(
data
X
erators
raised
Here
from
the
false
of
to
data
true
erators
at
Lustre
cycle
1
n
1
+
of
1).
ha
The
e
corresp
vious
onding
\
no
"
de
the
et
e
us
\
call
"
it
es
EDGE
y
)
um
will
er
tak
Bo
e
parameters
X
returns
as
at
an
n
input
and
parameter
if
and
most
return
of
Y
parameters
as
true
an
int
output
and
parameter
real
The
are
in
con
terface
ersion
of
erators
the
EDGE
nows
and
:
2:
are
Sim
;
ulating
the
a
e
no
Figure
de
As
and
represen
or
to
xor
the
not
EDGE
#
A
ifhenlse
denotes
+
B
-
tro
*
1
/
the
div
2
mod
1
=
let
<>
complete
<
(Y:
<=
no
>
graphical
>=
represen
int
of
real
v

;
The
forev
\
this
pre
il
"
the
or
X
\
;
previous
:
")
and
op
(
erator
1
allo
^
ws
:
to
the
refer
->
at
false
cycle
no
n
EDGE
to
=
the
1.1.2
v
write
alue
Fus
of
the
a
of
stream
program
at
denotes
cycle
alue
n
,
1:
instance
if