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Boxiang Sun
cython
Commits
0b73f7d3
Commit
0b73f7d3
authored
Sep 07, 2013
by
Lars Buitinck
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pxd file for the NumPy core math library (npymath)
parent
9526f6b6
Changes
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.gitignore
.gitignore
+1
-0
Cython/Includes/numpy/__init__.pxd
Cython/Includes/numpy/__init__.pxd
+0
-0
Cython/Includes/numpy/math.pxd
Cython/Includes/numpy/math.pxd
+50
-0
runtests.py
runtests.py
+7
-0
tests/run/numpy_math.pyx
tests/run/numpy_math.pyx
+55
-0
No files found.
.gitignore
View file @
0b73f7d3
...
...
@@ -7,6 +7,7 @@ __pycache__
Cython/Compiler/*.c
Cython/Plex/*.c
Cython/Runtime/refnanny.c
Cython/Tempita/*.c
Tools/*.elc
...
...
Cython/Includes/numpy.pxd
→
Cython/Includes/numpy
/__init__
.pxd
View file @
0b73f7d3
File moved
Cython/Includes/numpy/math.pxd
0 → 100644
View file @
0b73f7d3
# NumPy math library
#
# This exports the functionality of the NumPy core math library, aka npymath,
# which provides implementations of C99 math functions and macros for system
# with a C89 library (such as MSVC). npymath is available with NumPy >=1.3,
# although some functions will require later versions. The spacing function is
# not in C99, but comes from Fortran.
#
# On the Cython side, the npymath functions are available without the "npy_"
# prefix that they have in C, to make this is a drop-in replacement for
# libc.math. The same is true for the constants, where possible.
#
# See the NumPy documentation for linking instructions.
#
# Complex number support and NumPy 2.0 half-precision functions are currently
# not exported.
#
# Author: Lars Buitinck
cdef
extern
from
"numpy/npy_math.h"
:
# Floating-point classification
long
double
NAN
"NPY_NAN"
long
double
INFINITY
"NPY_INFINITY"
long
double
PZERO
"NPY_PZERO"
# positive zero
long
double
NZERO
"NPY_NZERO"
# negative zero
# These four are actually macros and work on any floating-point type.
bint
isfinite
"npy_isfinite"
(
long
double
)
bint
isinf
"npy_isinf"
(
long
double
)
bint
isnan
"npy_isnan"
(
long
double
)
bint
signbit
"npy_signbit"
(
long
double
)
double
copysign
"npy_copysign"
(
double
,
double
)
# Math constants
long
double
E
"NPY_E"
long
double
LOG2E
"NPY_LOG2E"
# ln(e) / ln(2)
long
double
LOG10E
"NPY_LOG10E"
# ln(e) / ln(10)
long
double
LOGE2
"NPY_LOGE2"
# ln(2)
long
double
LOGE10
"NPY_LOGE10"
# ln(10)
long
double
PI
"NPY_PI"
long
double
PI_2
"NPY_PI_2"
# pi / 2
long
double
PI_4
"NPY_PI_4"
# pi / 4
long
double
NPY_1_PI
# 1 / pi; NPY_ because of ident syntax
long
double
NPY_2_PI
# 2 / pi
long
double
EULER
"NPY_EULER"
# Euler constant (gamma, 0.57721)
# Low-level floating point manipulation (NumPy >=1.4)
double
nextafter
"npy_nextafter"
(
double
x
,
double
y
)
double
spacing
"npy_spacing"
(
double
x
)
runtests.py
View file @
0b73f7d3
...
...
@@ -115,8 +115,15 @@ def update_linetrace_extension(ext):
def
update_numpy_extension
(
ext
):
import
numpy
from
numpy.distutils.misc_util
import
get_info
ext
.
include_dirs
.
append
(
numpy
.
get_include
())
# We need the npymath library for numpy.math.
# This is typically a static-only library.
for
attr
,
value
in
get_info
(
'npymath'
).
items
():
getattr
(
ext
,
attr
).
extend
(
value
)
def
update_openmp_extension
(
ext
):
ext
.
openmp
=
True
language
=
ext
.
language
...
...
tests/run/numpy_math.pyx
0 → 100644
View file @
0b73f7d3
# tag: numpy
cimport
numpy.math
as
npmath
def
test_fp_classif
():
"""
>>> test_fp_classif()
"""
cdef
double
d_zero
cdef
float
f_zero
d_zero
=
-
1
*
0.
f_zero
=
-
1
*
0.
assert
d_zero
==
npmath
.
NZERO
assert
f_zero
==
npmath
.
NZERO
assert
npmath
.
signbit
(
d_zero
)
assert
npmath
.
signbit
(
f_zero
)
d_zero
=
1
*
0.
f_zero
=
1
*
0.
assert
d_zero
==
npmath
.
PZERO
assert
f_zero
==
npmath
.
PZERO
assert
not
npmath
.
signbit
(
d_zero
)
assert
not
npmath
.
signbit
(
f_zero
)
assert
not
npmath
.
isinf
(
d_zero
)
assert
not
npmath
.
isinf
(
f_zero
)
assert
not
npmath
.
isnan
(
d_zero
)
assert
not
npmath
.
isnan
(
f_zero
)
assert
npmath
.
isinf
(
npmath
.
INFINITY
)
assert
npmath
.
isnan
(
npmath
.
NAN
)
assert
npmath
.
signbit
(
npmath
.
copysign
(
1.
,
-
1.
))
def
test_nextafter
():
"""
>>> test_nextafter()
"""
x
=
npmath
.
nextafter
(
npmath
.
EULER
,
1
)
assert
npmath
.
isfinite
(
x
)
assert
x
>
npmath
.
EULER
x
=
npmath
.
nextafter
(
npmath
.
PI_4
,
-
1
)
assert
npmath
.
isfinite
(
x
)
assert
x
<
npmath
.
PI_4
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