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# Copyright (c) 1998-2002 John Aycock
#
# Permission is hereby granted, free of charge, to any person obtaining
# a copy of this software and associated documentation files (the
# "Software"), to deal in the Software without restriction, including
# without limitation the rights to use, copy, modify, merge, publish,
# distribute, sublicense, and/or sell copies of the Software, and to
# permit persons to whom the Software is furnished to do so, subject to
# the following conditions:
#
# The above copyright notice and this permission notice shall be
# included in all copies or substantial portions of the Software.
#
# THE SOFTWARE IS PROVIDED "AS IS", WITHOUT WARRANTY OF ANY KIND,
# EXPRESS OR IMPLIED, INCLUDING BUT NOT LIMITED TO THE WARRANTIES OF
# MERCHANTABILITY, FITNESS FOR A PARTICULAR PURPOSE AND NONINFRINGEMENT.
# IN NO EVENT SHALL THE AUTHORS OR COPYRIGHT HOLDERS BE LIABLE FOR ANY
# CLAIM, DAMAGES OR OTHER LIABILITY, WHETHER IN AN ACTION OF CONTRACT,
# TORT OR OTHERWISE, ARISING FROM, OUT OF OR IN CONNECTION WITH THE
# SOFTWARE OR THE USE OR OTHER DEALINGS IN THE SOFTWARE.
__version__
=
'SPARK-0.7 (pre-alpha-5)'
import
re
import
string
def
_namelist
(
instance
):
namelist
,
namedict
,
classlist
=
[], {}, [
instance
.
__class__
]
for
c
in
classlist
:
for
b
in
c
.
__bases__
:
classlist
.
append
(
b
)
for
name
in
c
.
__dict__
.
keys
():
if
not
namedict
.
has_key
(
name
):
namelist
.
append
(
name
)
namedict
[
name
]
=
1
return
namelist
class
GenericScanner
:
def
__init__
(
self
,
flags
=
0
):
pattern
=
self
.
reflect
()
self
.
re
=
re
.
compile
(
pattern
,
re
.
VERBOSE
|
flags
)
self
.
index2func
=
{}
for
name
,
number
in
self
.
re
.
groupindex
.
items
():
self
.
index2func
[
number
-
1
]
=
getattr
(
self
,
't_'
+
name
)
def
makeRE
(
self
,
name
):
doc
=
getattr
(
self
,
name
).
__doc__
rv
=
'(?P<%s>%s)'
%
(
name
[
2
:],
doc
)
return
rv
def
reflect
(
self
):
rv
=
[]
for
name
in
_namelist
(
self
):
if
name
[:
2
]
==
't_'
and
name
!=
't_default'
:
rv
.
append
(
self
.
makeRE
(
name
))
rv
.
append
(
self
.
makeRE
(
't_default'
))
return
string
.
join
(
rv
,
'|'
)
def
error
(
self
,
s
,
pos
):
print
"Lexical error at position %s"
%
pos
raise
SystemExit
def
tokenize
(
self
,
s
):
pos
=
0
n
=
len
(
s
)
while
pos
<
n
:
m
=
self
.
re
.
match
(
s
,
pos
)
if
m
is
None
:
self
.
error
(
s
,
pos
)
groups
=
m
.
groups
()
for
i
in
range
(
len
(
groups
)):
if
groups
[
i
]
and
self
.
index2func
.
has_key
(
i
):
self
.
index2func
[
i
](
groups
[
i
])
pos
=
m
.
end
()
def
t_default
(
self
,
s
):
r'( . | \n )+'
print
"Specification error: unmatched input"
raise
SystemExit
#
# Extracted from GenericParser and made global so that [un]picking works.
#
class
_State
:
def
__init__
(
self
,
stateno
,
items
):
self
.
T
,
self
.
complete
,
self
.
items
=
[], [],
items
self
.
stateno
=
stateno
class
GenericParser
:
#
# An Earley parser, as per J. Earley, "An Efficient Context-Free
# Parsing Algorithm", CACM 13(2), pp. 94-102. Also J. C. Earley,
# "An Efficient Context-Free Parsing Algorithm", Ph.D. thesis,
# Carnegie-Mellon University, August 1968. New formulation of
# the parser according to J. Aycock, "Practical Earley Parsing
# and the SPARK Toolkit", Ph.D. thesis, University of Victoria,
# 2001, and J. Aycock and R. N. Horspool, "Practical Earley
# Parsing", unpublished paper, 2001.
#
def
__init__
(
self
,
start
):
self
.
rules
=
{}
self
.
rule2func
=
{}
self
.
rule2name
=
{}
self
.
collectRules
()
self
.
augment
(
start
)
self
.
ruleschanged
=
1
_NULLABLE
=
'\e_'
_START
=
'START'
_BOF
=
'|-'
#
# When pickling, take the time to generate the full state machine;
# some information is then extraneous, too. Unfortunately we
# can't save the rule2func map.
#
def
__getstate__
(
self
):
if
self
.
ruleschanged
:
#
# XXX - duplicated from parse()
#
self
.
computeNull
()
self
.
newrules
=
{}
self
.
new2old
=
{}
self
.
makeNewRules
()
self
.
ruleschanged
=
0
self
.
edges
,
self
.
cores
=
{}, {}
self
.
states
=
{
0
:
self
.
makeState0
() }
self
.
makeState
(
0
,
self
.
_BOF
)
#
# XXX - should find a better way to do this..
#
changes
=
1
while
changes
:
changes
=
0
for
k
,
v
in
self
.
edges
.
items
():
if
v
is
None
:
state
,
sym
=
k
if
self
.
states
.
has_key
(
state
):
self
.
goto
(
state
,
sym
)
changes
=
1
rv
=
self
.
__dict__
.
copy
()
for
s
in
self
.
states
.
values
():
del
s
.
items
del
rv
[
'rule2func'
]
del
rv
[
'nullable'
]
del
rv
[
'cores'
]
return
rv
def
__setstate__
(
self
,
D
):
self
.
rules
=
{}
self
.
rule2func
=
{}
self
.
rule2name
=
{}
self
.
collectRules
()
start
=
D
[
'rules'
][
self
.
_START
][
0
][
1
][
1
]
# Blech.
self
.
augment
(
start
)
D
[
'rule2func'
]
=
self
.
rule2func
D
[
'makeSet'
]
=
self
.
makeSet_fast
self
.
__dict__
=
D
#
# A hook for GenericASTBuilder and GenericASTMatcher. Mess
# thee not with this; nor shall thee toucheth the _preprocess
# argument to addRule.
#
def
preprocess
(
self
,
rule
,
func
):
return
rule
,
func
def
addRule
(
self
,
doc
,
func
,
_preprocess
=
1
):
fn
=
func
rules
=
string
.
split
(
doc
)
index
=
[]
for
i
in
range
(
len
(
rules
)):
if
rules
[
i
]
==
'::='
:
index
.
append
(
i
-
1
)
index
.
append
(
len
(
rules
))
for
i
in
range
(
len
(
index
)
-
1
):
lhs
=
rules
[
index
[
i
]]
rhs
=
rules
[
index
[
i
]
+
2
:
index
[
i
+
1
]]
rule
=
(
lhs
,
tuple
(
rhs
))
if
_preprocess
:
rule
,
fn
=
self
.
preprocess
(
rule
,
func
)
if
self
.
rules
.
has_key
(
lhs
):
self
.
rules
[
lhs
].
append
(
rule
)
else
:
self
.
rules
[
lhs
]
=
[
rule
]
self
.
rule2func
[
rule
]
=
fn
self
.
rule2name
[
rule
]
=
func
.
__name__
[
2
:]
self
.
ruleschanged
=
1
def
collectRules
(
self
):
for
name
in
_namelist
(
self
):
if
name
[:
2
]
==
'p_'
:
func
=
getattr
(
self
,
name
)
doc
=
func
.
__doc__
self
.
addRule
(
doc
,
func
)
def
augment
(
self
,
start
):
rule
=
'%s ::= %s %s'
%
(
self
.
_START
,
self
.
_BOF
,
start
)
self
.
addRule
(
rule
,
lambda
args
:
args
[
1
],
0
)
def
computeNull
(
self
):
self
.
nullable
=
{}
tbd
=
[]
for
rulelist
in
self
.
rules
.
values
():
lhs
=
rulelist
[
0
][
0
]
self
.
nullable
[
lhs
]
=
0
for
rule
in
rulelist
:
rhs
=
rule
[
1
]
if
len
(
rhs
)
==
0
:
self
.
nullable
[
lhs
]
=
1
continue
#
# We only need to consider rules which
# consist entirely of nonterminal symbols.
# This should be a savings on typical
# grammars.
#
for
sym
in
rhs
:
if
not
self
.
rules
.
has_key
(
sym
):
break
else
:
tbd
.
append
(
rule
)
changes
=
1
while
changes
:
changes
=
0
for
lhs
,
rhs
in
tbd
:
if
self
.
nullable
[
lhs
]:
continue
for
sym
in
rhs
:
if
not
self
.
nullable
[
sym
]:
break
else
:
self
.
nullable
[
lhs
]
=
1
changes
=
1
def
makeState0
(
self
):
s0
=
_State
(
0
, [])
for
rule
in
self
.
newrules
[
self
.
_START
]:
s0
.
items
.
append
((
rule
,
0
))
return
s0
def
finalState
(
self
,
tokens
):
#
# Yuck.
#
if
len
(
self
.
newrules
[
self
.
_START
])
==
2
and
len
(
tokens
)
==
0
:
return
1
start
=
self
.
rules
[
self
.
_START
][
0
][
1
][
1
]
return
self
.
goto
(
1
,
start
)
def
makeNewRules
(
self
):
worklist
=
[]
for
rulelist
in
self
.
rules
.
values
():
for
rule
in
rulelist
:
worklist
.
append
((
rule
,
0
,
1
,
rule
))
for
rule
,
i
,
candidate
,
oldrule
in
worklist
:
lhs
,
rhs
=
rule
n
=
len
(
rhs
)
while
i
<
n
:
sym
=
rhs
[
i
]
if
not
self
.
rules
.
has_key
(
sym
)
or
\
not
self
.
nullable
[
sym
]:
candidate
=
0
i
=
i
+
1
continue
newrhs
=
list
(
rhs
)
newrhs
[
i
]
=
self
.
_NULLABLE
+
sym
newrule
=
(
lhs
,
tuple
(
newrhs
))
worklist
.
append
((
newrule
,
i
+
1
,
candidate
,
oldrule
))
candidate
=
0
i
=
i
+
1
else
:
if
candidate
:
lhs
=
self
.
_NULLABLE
+
lhs
rule
=
(
lhs
,
rhs
)
if
self
.
newrules
.
has_key
(
lhs
):
self
.
newrules
[
lhs
].
append
(
rule
)
else
:
self
.
newrules
[
lhs
]
=
[
rule
]
self
.
new2old
[
rule
]
=
oldrule
def
typestring
(
self
,
token
):
return
None
def
error
(
self
,
token
):
print
"Syntax error at or near `%s' token"
%
token
raise
SystemExit
def
parse
(
self
,
tokens
):
sets
=
[ [(
1
,
0
), (
2
,
0
)] ]
self
.
links
=
{}
if
self
.
ruleschanged
:
self
.
computeNull
()
self
.
newrules
=
{}
self
.
new2old
=
{}
self
.
makeNewRules
()
self
.
ruleschanged
=
0
self
.
edges
,
self
.
cores
=
{}, {}
self
.
states
=
{
0
:
self
.
makeState0
() }
self
.
makeState
(
0
,
self
.
_BOF
)
for
i
in
xrange
(
len
(
tokens
)):
sets
.
append
([])
if
sets
[
i
]
==
[]:
break
self
.
makeSet
(
tokens
[
i
],
sets
,
i
)
else
:
sets
.
append
([])
self
.
makeSet
(
None
,
sets
,
len
(
tokens
))
#_dump(tokens, sets, self.states)
finalitem
=
(
self
.
finalState
(
tokens
),
0
)
if
finalitem
not
in
sets
[
-
2
]:
if
len
(
tokens
)
>
0
:
self
.
error
(
tokens
[
i
-
1
])
else
:
self
.
error
(
None
)
return
self
.
buildTree
(
self
.
_START
,
finalitem
,
tokens
,
len
(
sets
)
-
2
)
def
isnullable
(
self
,
sym
):
#
# For symbols in G_e only. If we weren't supporting 1.5,
# could just use sym.startswith().
#
return
self
.
_NULLABLE
==
sym
[
0
:
len
(
self
.
_NULLABLE
)]
def
skip
(
self
, (
lhs
,
rhs
),
pos
=
0
):
n
=
len
(
rhs
)
while
pos
<
n
:
if
not
self
.
isnullable
(
rhs
[
pos
]):
break
pos
=
pos
+
1
return
pos
def
makeState
(
self
,
state
,
sym
):
assert
sym
is
not
None
#
# Compute \epsilon-kernel state's core and see if
# it exists already.
#
kitems
=
[]
for
rule
,
pos
in
self
.
states
[
state
].
items
:
lhs
,
rhs
=
rule
if
rhs
[
pos
:
pos
+
1
]
==
(
sym
,):
kitems
.
append
((
rule
,
self
.
skip
(
rule
,
pos
+
1
)))
core
=
kitems
core
.
sort
()
tcore
=
tuple
(
core
)
if
self
.
cores
.
has_key
(
tcore
):
return
self
.
cores
[
tcore
]
#
# Nope, doesn't exist. Compute it and the associated
# \epsilon-nonkernel state together; we'll need it right away.
#
k
=
self
.
cores
[
tcore
]
=
len
(
self
.
states
)
K
,
NK
=
_State
(
k
,
kitems
),
_State
(
k
+
1
, [])
self
.
states
[
k
]
=
K
predicted
=
{}
edges
=
self
.
edges
rules
=
self
.
newrules
for
X
in
K
,
NK
:
worklist
=
X
.
items
for
item
in
worklist
:
rule
,
pos
=
item
lhs
,
rhs
=
rule
if
pos
==
len
(
rhs
):
X
.
complete
.
append
(
rule
)
continue
nextSym
=
rhs
[
pos
]
key
=
(
X
.
stateno
,
nextSym
)
if
not
rules
.
has_key
(
nextSym
):
if
not
edges
.
has_key
(
key
):
edges
[
key
]
=
None
X
.
T
.
append
(
nextSym
)
else
:
edges
[
key
]
=
None
if
not
predicted
.
has_key
(
nextSym
):
predicted
[
nextSym
]
=
1
for
prule
in
rules
[
nextSym
]:
ppos
=
self
.
skip
(
prule
)
new
=
(
prule
,
ppos
)
NK
.
items
.
append
(
new
)
#
# Problem: we know K needs generating, but we
# don't yet know about NK. Can't commit anything
# regarding NK to self.edges until we're sure. Should
# we delay committing on both K and NK to avoid this
# hacky code? This creates other problems..
#
if
X
is
K
:
edges
=
{}
if
NK
.
items
==
[]:
return
k
#
# Check for \epsilon-nonkernel's core. Unfortunately we
# need to know the entire set of predicted nonterminals
# to do this without accidentally duplicating states.
#
core
=
predicted
.
keys
()
core
.
sort
()
tcore
=
tuple
(
core
)
if
self
.
cores
.
has_key
(
tcore
):
self
.
edges
[(
k
,
None
)]
=
self
.
cores
[
tcore
]
return
k
nk
=
self
.
cores
[
tcore
]
=
self
.
edges
[(
k
,
None
)]
=
NK
.
stateno
self
.
edges
.
update
(
edges
)
self
.
states
[
nk
]
=
NK
return
k
def
goto
(
self
,
state
,
sym
):
key
=
(
state
,
sym
)
if
not
self
.
edges
.
has_key
(
key
):
#
# No transitions from state on sym.
#
return
None
rv
=
self
.
edges
[
key
]
if
rv
is
None
:
#
# Target state isn't generated yet. Remedy this.
#
rv
=
self
.
makeState
(
state
,
sym
)
self
.
edges
[
key
]
=
rv
return
rv
def
gotoT
(
self
,
state
,
t
):
return
[
self
.
goto
(
state
,
t
)]
def
gotoST
(
self
,
state
,
st
):
rv
=
[]
for
t
in
self
.
states
[
state
].
T
:
if
st
==
t
:
rv
.
append
(
self
.
goto
(
state
,
t
))
return
rv
def
add
(
self
,
set
,
item
,
i
=
None
,
predecessor
=
None
,
causal
=
None
):
if
predecessor
is
None
:
if
item
not
in
set
:
set
.
append
(
item
)
else
:
key
=
(
item
,
i
)
if
item
not
in
set
:
self
.
links
[
key
]
=
[]
set
.
append
(
item
)
self
.
links
[
key
].
append
((
predecessor
,
causal
))
def
makeSet
(
self
,
token
,
sets
,
i
):
cur
,
next
=
sets
[
i
],
sets
[
i
+
1
]
ttype
=
token
is
not
None
and
self
.
typestring
(
token
)
or
None
if
ttype
is
not
None
:
fn
,
arg
=
self
.
gotoT
,
ttype
else
:
fn
,
arg
=
self
.
gotoST
,
token
for
item
in
cur
:
ptr
=
(
item
,
i
)
state
,
parent
=
item
add
=
fn
(
state
,
arg
)
for
k
in
add
:
if
k
is
not
None
:
self
.
add
(
next
, (
k
,
parent
),
i
+
1
,
ptr
)
nk
=
self
.
goto
(
k
,
None
)
if
nk
is
not
None
:
self
.
add
(
next
, (
nk
,
i
+
1
))
if
parent
==
i
:
continue
for
rule
in
self
.
states
[
state
].
complete
:
lhs
,
rhs
=
rule
for
pitem
in
sets
[
parent
]:
pstate
,
pparent
=
pitem
k
=
self
.
goto
(
pstate
,
lhs
)
if
k
is
not
None
:
why
=
(
item
,
i
,
rule
)
pptr
=
(
pitem
,
parent
)
self
.
add
(
cur
, (
k
,
pparent
),
i
,
pptr
,
why
)
nk
=
self
.
goto
(
k
,
None
)
if
nk
is
not
None
:
self
.
add
(
cur
, (
nk
,
i
))
def
makeSet_fast
(
self
,
token
,
sets
,
i
):
#
# Call *only* when the entire state machine has been built!
# It relies on self.edges being filled in completely, and
# then duplicates and inlines code to boost speed at the
# cost of extreme ugliness.
#
cur
,
next
=
sets
[
i
],
sets
[
i
+
1
]
ttype
=
token
is
not
None
and
self
.
typestring
(
token
)
or
None
for
item
in
cur
:
ptr
=
(
item
,
i
)
state
,
parent
=
item
if
ttype
is
not
None
:
k
=
self
.
edges
.
get
((
state
,
ttype
),
None
)
if
k
is
not
None
:
#self.add(next, (k, parent), i+1, ptr)
#INLINED --v
new
=
(
k
,
parent
)
key
=
(
new
,
i
+
1
)
if
new
not
in
next
:
self
.
links
[
key
]
=
[]
next
.
append
(
new
)
self
.
links
[
key
].
append
((
ptr
,
None
))
#INLINED --^
#nk = self.goto(k, None)
nk
=
self
.
edges
.
get
((
k
,
None
),
None
)
if
nk
is
not
None
:
#self.add(next, (nk, i+1))
#INLINED --v
new
=
(
nk
,
i
+
1
)
if
new
not
in
next
:
next
.
append
(
new
)
#INLINED --^
else
:
add
=
self
.
gotoST
(
state
,
token
)
for
k
in
add
:
if
k
is
not
None
:
self
.
add
(
next
, (
k
,
parent
),
i
+
1
,
ptr
)
#nk = self.goto(k, None)
nk
=
self
.
edges
.
get
((
k
,
None
),
None
)
if
nk
is
not
None
:
self
.
add
(
next
, (
nk
,
i
+
1
))
if
parent
==
i
:
continue
for
rule
in
self
.
states
[
state
].
complete
:
lhs
,
rhs
=
rule
for
pitem
in
sets
[
parent
]:
pstate
,
pparent
=
pitem
#k = self.goto(pstate, lhs)
k
=
self
.
edges
.
get
((
pstate
,
lhs
),
None
)
if
k
is
not
None
:
why
=
(
item
,
i
,
rule
)
pptr
=
(
pitem
,
parent
)
#self.add(cur, (k, pparent),
# i, pptr, why)
#INLINED --v
new
=
(
k
,
pparent
)
key
=
(
new
,
i
)
if
new
not
in
cur
:
self
.
links
[
key
]
=
[]
cur
.
append
(
new
)
self
.
links
[
key
].
append
((
pptr
,
why
))
#INLINED --^
#nk = self.goto(k, None)
nk
=
self
.
edges
.
get
((
k
,
None
),
None
)
if
nk
is
not
None
:
#self.add(cur, (nk, i))
#INLINED --v
new
=
(
nk
,
i
)
if
new
not
in
cur
:
cur
.
append
(
new
)
#INLINED --^
def
predecessor
(
self
,
key
,
causal
):
for
p
,
c
in
self
.
links
[
key
]:
if
c
==
causal
:
return
p
assert
0
def
causal
(
self
,
key
):
links
=
self
.
links
[
key
]
if
len
(
links
)
==
1
:
return
links
[
0
][
1
]
choices
=
[]
rule2cause
=
{}
for
p
,
c
in
links
:
rule
=
c
[
2
]
choices
.
append
(
rule
)
rule2cause
[
rule
]
=
c
return
rule2cause
[
self
.
ambiguity
(
choices
)]
def
deriveEpsilon
(
self
,
nt
):
if
len
(
self
.
newrules
[
nt
])
>
1
:
rule
=
self
.
ambiguity
(
self
.
newrules
[
nt
])
else
:
rule
=
self
.
newrules
[
nt
][
0
]
#print rule
rhs
=
rule
[
1
]
attr
=
[
None
]
*
len
(
rhs
)
for
i
in
range
(
len
(
rhs
)
-
1
,
-
1
,
-
1
):
attr
[
i
]
=
self
.
deriveEpsilon
(
rhs
[
i
])
return
self
.
rule2func
[
self
.
new2old
[
rule
]](
attr
)
def
buildTree
(
self
,
nt
,
item
,
tokens
,
k
):
state
,
parent
=
item
choices
=
[]
for
rule
in
self
.
states
[
state
].
complete
:
if
rule
[
0
]
==
nt
:
choices
.
append
(
rule
)
rule
=
choices
[
0
]
if
len
(
choices
)
>
1
:
rule
=
self
.
ambiguity
(
choices
)
#print rule
rhs
=
rule
[
1
]
attr
=
[
None
]
*
len
(
rhs
)
for
i
in
range
(
len
(
rhs
)
-
1
,
-
1
,
-
1
):
sym
=
rhs
[
i
]
if
not
self
.
newrules
.
has_key
(
sym
):
if
sym
!=
self
.
_BOF
:
attr
[
i
]
=
tokens
[
k
-
1
]
key
=
(
item
,
k
)
item
,
k
=
self
.
predecessor
(
key
,
None
)
#elif self.isnullable(sym):
elif
self
.
_NULLABLE
==
sym
[
0
:
len
(
self
.
_NULLABLE
)]:
attr
[
i
]
=
self
.
deriveEpsilon
(
sym
)
else
:
key
=
(
item
,
k
)
why
=
self
.
causal
(
key
)
attr
[
i
]
=
self
.
buildTree
(
sym
,
why
[
0
],
tokens
,
why
[
1
])
item
,
k
=
self
.
predecessor
(
key
,
why
)
return
self
.
rule2func
[
self
.
new2old
[
rule
]](
attr
)
def
ambiguity
(
self
,
rules
):
#
# XXX - problem here and in collectRules() if the same rule
# appears in >1 method. Also undefined results if rules
# causing the ambiguity appear in the same method.
#
sortlist
=
[]
name2index
=
{}
for
i
in
range
(
len
(
rules
)):
lhs
,
rhs
=
rule
=
rules
[
i
]
name
=
self
.
rule2name
[
self
.
new2old
[
rule
]]
sortlist
.
append
((
len
(
rhs
),
name
))
name2index
[
name
]
=
i
sortlist
.
sort
()
list
=
map
(
lambda
(
a
,
b
):
b
,
sortlist
)
return
rules
[
name2index
[
self
.
resolve
(
list
)]]
def
resolve
(
self
,
list
):
#
# Resolve ambiguity in favor of the shortest RHS.
# Since we walk the tree from the top down, this
# should effectively resolve in favor of a "shift".
#
return
list
[
0
]
#
# GenericASTBuilder automagically constructs a concrete/abstract syntax tree
# for a given input. The extra argument is a class (not an instance!)
# which supports the "__setslice__" and "__len__" methods.
#
# XXX - silently overrides any user code in methods.
#
class
GenericASTBuilder
(
GenericParser
):
def
__init__
(
self
,
AST
,
start
):
GenericParser
.
__init__
(
self
,
start
)
self
.
AST
=
AST
def
preprocess
(
self
,
rule
,
func
):
rebind
=
lambda
lhs
,
self
=
self
: \
lambda
args
,
lhs
=
lhs
,
self
=
self
: \
self
.
buildASTNode
(
args
,
lhs
)
lhs
,
rhs
=
rule
return
rule
,
rebind
(
lhs
)
def
buildASTNode
(
self
,
args
,
lhs
):
children
=
[]
for
arg
in
args
:
if
isinstance
(
arg
,
self
.
AST
):
children
.
append
(
arg
)
else
:
children
.
append
(
self
.
terminal
(
arg
))
return
self
.
nonterminal
(
lhs
,
children
)
def
terminal
(
self
,
token
):
return
token
def
nonterminal
(
self
,
type
,
args
):
rv
=
self
.
AST
(
type
)
rv
[:
len
(
args
)]
=
args
return
rv
#
# GenericASTTraversal is a Visitor pattern according to Design Patterns. For
# each node it attempts to invoke the method n_<node type>, falling
# back onto the default() method if the n_* can't be found. The preorder
# traversal also looks for an exit hook named n_<node type>_exit (no default
# routine is called if it's not found). To prematurely halt traversal
# of a subtree, call the prune() method -- this only makes sense for a
# preorder traversal. Node type is determined via the typestring() method.
#
class
GenericASTTraversalPruningException
:
pass
class
GenericASTTraversal
:
def
__init__
(
self
,
ast
):
self
.
ast
=
ast
def
typestring
(
self
,
node
):
return
node
.
type
def
prune
(
self
):
raise
GenericASTTraversalPruningException
def
preorder
(
self
,
node
=
None
):
if
node
is
None
:
node
=
self
.
ast
try
:
name
=
'n_'
+
self
.
typestring
(
node
)
if
hasattr
(
self
,
name
):
func
=
getattr
(
self
,
name
)
func
(
node
)
else
:
self
.
default
(
node
)
except
GenericASTTraversalPruningException
:
return
for
kid
in
node
:
self
.
preorder
(
kid
)
name
=
name
+
'_exit'
if
hasattr
(
self
,
name
):
func
=
getattr
(
self
,
name
)
func
(
node
)
def
postorder
(
self
,
node
=
None
):
if
node
is
None
:
node
=
self
.
ast
for
kid
in
node
:
self
.
postorder
(
kid
)
name
=
'n_'
+
self
.
typestring
(
node
)
if
hasattr
(
self
,
name
):
func
=
getattr
(
self
,
name
)
func
(
node
)
else
:
self
.
default
(
node
)
def
default
(
self
,
node
):
pass
#
# GenericASTMatcher. AST nodes must have "__getitem__" and "__cmp__"
# implemented.
#
# XXX - makes assumptions about how GenericParser walks the parse tree.
#
class
GenericASTMatcher
(
GenericParser
):
def
__init__
(
self
,
start
,
ast
):
GenericParser
.
__init__
(
self
,
start
)
self
.
ast
=
ast
def
preprocess
(
self
,
rule
,
func
):
rebind
=
lambda
func
,
self
=
self
: \
lambda
args
,
func
=
func
,
self
=
self
: \
self
.
foundMatch
(
args
,
func
)
lhs
,
rhs
=
rule
rhslist
=
list
(
rhs
)
rhslist
.
reverse
()
return
(
lhs
,
tuple
(
rhslist
)),
rebind
(
func
)
def
foundMatch
(
self
,
args
,
func
):
func
(
args
[
-
1
])
return
args
[
-
1
]
def
match_r
(
self
,
node
):
self
.
input
.
insert
(
0
,
node
)
children
=
0
for
child
in
node
:
if
children
==
0
:
self
.
input
.
insert
(
0
,
'('
)
children
=
children
+
1
self
.
match_r
(
child
)
if
children
>
0
:
self
.
input
.
insert
(
0
,
')'
)
def
match
(
self
,
ast
=
None
):
if
ast
is
None
:
ast
=
self
.
ast
self
.
input
=
[]
self
.
match_r
(
ast
)
self
.
parse
(
self
.
input
)
def
resolve
(
self
,
list
):
#
# Resolve ambiguity in favor of the longest RHS.
#
return
list
[
-
1
]
def
_dump
(
tokens
,
sets
,
states
):
for
i
in
range
(
len
(
sets
)):
print
'set'
,
i
for
item
in
sets
[
i
]:
print
'
\t
'
,
item
for
(
lhs
,
rhs
),
pos
in
states
[
item
[
0
]].
items
:
print
'
\t
\t
'
,
lhs
,
'::='
,
print
string
.
join
(
rhs
[:
pos
]),
print
'.'
,
print
string
.
join
(
rhs
[
pos
:])
if
i
<
len
(
tokens
):
print
print
'token'
,
str
(
tokens
[
i
])
print
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