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Kirill Smelkov
cython
Commits
360ebb7e
Commit
360ebb7e
authored
Mar 30, 2015
by
Stefan Behnel
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Plain Diff
use same code as in Overflow.c for optimised int division/modulus
parent
9c10cc5c
Changes
1
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24 additions
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39 deletions
+24
-39
Cython/Utility/Optimize.c
Cython/Utility/Optimize.c
+24
-39
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Cython/Utility/Optimize.c
View file @
360ebb7e
...
...
@@ -539,13 +539,9 @@ static PyObject* __Pyx_PyInt_{{op}}{{order}}(PyObject *op1, PyObject *op2, CYTHO
return
PyInt_FromLong
(
x
);
return
PyLong_Type
.
tp_as_number
->
nb_
{{
slot_name
}}(
op1
,
op2
);
{{
elif
c_op
==
'%'
}}
// modulus with differing signs isn't safely portable, emulate CPython
if
(
unlikely
(
a
<
0
))
{
x
=
(
-
a
)
%
b
;
if
(
x
)
x
=
b
-
x
;
}
else
{
x
=
a
%
b
;
}
// see ExprNodes.py :: mod_int_utility_code
x
=
a
%
b
;
x
+=
((
x
!=
0
)
&
((
x
^
b
)
<
0
))
*
b
;
return
PyInt_FromLong
(
x
);
{{
elif
op
==
'
TrueDivide
'
}}
if
(
8
*
sizeof
(
long
)
<=
53
||
likely
({{
ival
}}
<=
(
1L
<<
53
)
&&
{{
ival
}}
>=
(
-
(
1L
<<
53
))))
{
...
...
@@ -554,21 +550,16 @@ static PyObject* __Pyx_PyInt_{{op}}{{order}}(PyObject *op1, PyObject *op2, CYTHO
// let Python do the rounding
return
PyInt_Type
.
tp_as_number
->
nb_
{{
slot_name
}}(
op1
,
op2
);
{{
elif
op
==
'
FloorDivide
'
}}
if
((
a
^
b
)
>=
0
)
{
{{
if
order
==
'
ObjC
'
}}
// INT_MIN / -1 is the only case that overflows
if
(
unlikely
(
b
==
-
1
&&
((
unsigned
long
)
a
)
==
0
-
(
unsigned
long
)
a
))
return
PyInt_Type
.
tp_as_number
->
nb_
{{
slot_name
}}(
op1
,
op2
);
{{
endif
}}
x
=
a
/
b
;
}
else
{
// use manual rounding when result is negative (signs differ)
long
la
=
labs
(
a
),
lb
=
labs
(
b
);
x
=
la
/
lb
;
if
(
x
*
lb
!=
la
)
x
=
-
x
-
1
;
else
x
=
-
x
;
// INT_MIN / -1 is the only case that overflows
if
(
unlikely
(
b
==
-
1
&&
((
unsigned
long
)
a
)
==
0
-
(
unsigned
long
)
a
))
return
PyInt_Type
.
tp_as_number
->
nb_
{{
slot_name
}}(
op1
,
op2
);
else
{
long
q
,
r
;
// see ExprNodes.py :: div_int_utility_code
q
=
a
/
b
;
r
=
a
-
q
*
b
;
q
-=
((
r
!=
0
)
&
((
r
^
b
)
<
0
));
x
=
q
;
}
return
PyInt_FromLong
(
x
);
{{
else
}}
...
...
@@ -587,18 +578,16 @@ static PyObject* __Pyx_PyInt_{{op}}{{order}}(PyObject *op1, PyObject *op2, CYTHO
// handle most common case first to avoid indirect branch and optimise branch prediction
if
(
likely
(
__Pyx_sst_abs
(
size
)
<=
1
))
{
{{
ival
}}
=
likely
(
size
)
?
digits
[
0
]
:
0
;
{{
if
c_op
!=
'%'
}}
if
(
size
==
-
1
)
{{
ival
}}
=
-
{{
ival
}};{{
endif
}}
if
(
size
==
-
1
)
{{
ival
}}
=
-
{{
ival
}};
}
else
{
switch
(
size
)
{
{{
for
_size
in
(
2
,
3
,
4
)}}
{{
for
_case
in
(
-
_size
,
_size
)}}
case
{{
_case
}}
:
{{
if
c_op
!=
'%'
or
_case
>
0
}}
case
{{
_case
}}
:
if
(
8
*
sizeof
(
long
)
-
1
>
{{
_size
}}
*
PyLong_SHIFT
{{
if
op
==
'
TrueDivide
'
}}
&&
{{
_size
-
1
}}
*
PyLong_SHIFT
<
53
{{
endif
}})
{
{{
ival
}}
=
{{
'-'
if
_case
<
0
else
''
}}(
long
)
{{
pylong_join
(
_size
,
'
digits
'
)}};
break
;
}
{{
endif
}}
// in negative case, fall through to positive calculation for '%'
// if size doesn't fit into a long anymore, fall through to default
{{
endfor
}}
{{
endfor
}}
...
...
@@ -624,26 +613,22 @@ static PyObject* __Pyx_PyInt_{{op}}{{order}}(PyObject *op1, PyObject *op2, CYTHO
}
{{
else
}}
{{
if
c_op
==
'%'
}}
// see ExprNodes.py :: mod_int_utility_code
x
=
a
%
b
;
if
(
unlikely
(
size
<
0
)
&&
x
)
{
x
=
b
-
x
;
}
x
+=
((
x
!=
0
)
&
((
x
^
b
)
<
0
))
*
b
;
{{
elif
op
==
'
TrueDivide
'
}}
if
(
8
*
sizeof
(
long
)
<=
53
||
(
size
>=
-
52
/
PyLong_SHIFT
&&
size
<=
52
/
PyLong_SHIFT
)
||
likely
({{
ival
}}
<=
(
1L
<<
53
)
&&
{{
ival
}}
>=
(
-
(
1L
<<
53
))))
{
return
PyFloat_FromDouble
((
double
)
a
/
(
double
)
b
);
}
return
PyLong_Type
.
tp_as_number
->
nb_
{{
slot_name
}}(
op1
,
op2
);
{{
elif
op
==
'
FloorDivide
'
}}
if
((
a
^
b
)
>=
0
)
{
x
=
a
/
b
;
}
else
{
// use manual rounding when result is negative (signs differ)
long
{{
'
la
=
%
s
(
a
),
lb
=
%
s
(
b
)
'
%
((
''
,
'
labs
'
)
if
order
==
'
ObjC
'
else
(
'
labs
'
,
''
))}};
x
=
la
/
lb
;
if
(
x
*
lb
!=
la
)
x
=
-
x
-
1
;
else
x
=
-
x
;
{
long
q
,
r
;
// see ExprNodes.py :: div_int_utility_code
q
=
a
/
b
;
r
=
a
-
q
*
b
;
q
-=
((
r
!=
0
)
&
((
r
^
b
)
<
0
));
x
=
q
;
}
{{
else
}}
x
=
a
{{
c_op
}}
b
;
...
...
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