/usr/share/pyshared/enthought/util/numeric.py is in python-enthoughtbase 3.1.0-2build1.
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# Copyright (c) 2005, Enthought, Inc.
# All rights reserved.
#
# This software is provided without warranty under the terms of the BSD
# license included in enthought/LICENSE.txt and may be redistributed only
# under the conditions described in the aforementioned license. The license
# is also available online at http://www.enthought.com/licenses/BSD.txt
# Thanks for using Enthought open source!
#
# Author: Enthought, Inc.
# Description: <Enthought util package component>
#------------------------------------------------------------------------------
"""
This module was a placeholder for numeric functions that are not yet
implemented in SciPy, and to wrap modules some functions to handle
empty arrays properly.
This module is deprecated and should no longer be used. It will be removed
from ETS around the 3.5 release.
"""
import warnings
warnings.warn("The enthought.util.numeric module is deprecated and will " \
"be removed from ETS in a future release.", DeprecationWarning)
import numpy
from scipy import stats
"""
The following safe_ methods were written to handle both arrays amd scalars to
save the developer of numerical methods having to clutter their code with tests
to determine the type of the data.
"""
def safe_take(a,indices):
# Slice the input if it is an array but not if it is a scalar
try:
a = numpy.take(a,indices)
except ValueError:
# a is scalar
pass
return a
def safe_copy(a):
# Return a copy for both scalar and array input
try:
b = a.copy()
except AttributeError:
# a is a scalar
b = a
return b
# Note: if x is a scalar and y = asarray(x), amin(y) FAILS but min(y) works
# Note: BUT IF z=convert(y,frac,frac), THEN min(z) FAILS!!!
def safe_min(a):
# Return the minimum of the input array or the input if it is a scalar
b = discard_nans(a)
try:
safemin = numpy.amin(b)
except:
safemin = b
return safemin
def safe_max(a):
# Return the maximum of the input array or the input if it is a scalar
b = discard_nans(a)
try:
safemax = numpy.amax(b)
except:
safemax = b
return safemax
def safe_mean(a):
# Return the mean of the input array or the input if it is a scalar
b = discard_nans(a)
try:
safemean = numpy.mean(b)
except:
safemean = b
return safemean
def safe_std(a):
# Return the std of the input array or the input if it is a scalar
b = discard_nans(a)
try:
safestd = numpy.std(b)
except:
safestd = 0.
return safestd
def safe_len(a):
# Return the length of the input array or 1 if it is a scalar
try:
safelen = len(a)
except:
safelen = 1
return safelen
def safe_flat(a):
""" Return a flat version of the input array or input if it is a scalar
"""
try:
safeflat = a.flatten()
except:
safeflat = a
return safeflat
def safe_nonzero(a):
""" Gracefully handle the case where the input is a scalar
"""
a = numpy.atleast_1d(a)
result = numpy.nonzero(a)[0]
return result
def discard_nans(a):
"""
Return input sans nans and infs. If a is scalar nan, return 0. If a is all
nans, then return an empty array.
"""
result = safe_copy(a)
try:
np = len(a)
except:
# scalar
if numpy.isnan(a):
return 0
return a
# array
# isnan(a) ignores Infs, so use isfinite(a)
ids = numpy.nonzero(numpy.isfinite(a))[0]
nids = safe_len(ids)
if nids == np:
# everything is finite
pass
elif nids == 0:
# everything is nans, no finites
result = numpy.array([])
else:
# found some nans
result = result[ids]
return result
#### Miscellaneous math functions .....
def concatenate(arys, axis=0):
""" This used to replace Numeric.concatenate to work around Numeric's old
behavior of not handling 0-element arrays.
numpy exhibits the desired behavior, so this function is deprecated.
"""
warnings.warn("This function is no longer necessary. Use numpy.concatenate instead.",
DeprecationWarning)
result = numpy.concatenate(arys, axis=axis)
return result
def pretty_print(arrays, header=None, max_record=0, line_number=True):
""" Returns a string representation of a list of arrays
Parameters
----------
arrays
a List of equal length arrays
header
a List of column names of the same length as the arrays
"""
COL_WIDTH = 10
# add a new column to the front of the list
if line_number:
lines = numpy.arange(0, len(arrays[0]), 1)
arrays.insert(0, lines)
# construct an underline bar - =======
UNDER_LINE = '=' * (COL_WIDTH * len(arrays))
result = UNDER_LINE + '\n'
# label each column along the top of the table
if header is not None:
if line_number:
line = " record"
else:
line = ""
for name in header:
line = '%s%10s' % (line, name)
result = result + line + '\n'
#if (2 * max_record) < len(arrays[0]):
# print 'Not implemented - only show beginning and end of data'
# to do implement this
for i in arrays[0]:
line = ""
for record in arrays:
try:
line = '%s%10g' % (line, record[i])
except TypeError: # it wasn't a number so try as a String ...
line = '%s%10s' % (line, record[i])
except Exception, details:
line = '%s%s' % (line, details)
result = result + line + '\n'
result = result + '\n' + UNDER_LINE
return result
def string_to_array(data):
""" Converts a sequence of strings into a 1-D array of strings instead of a
2-D character array. If the input data is not a String or a sequence of
Strings return the original data object.
"""
if isinstance(data, basestring):
# handle a single string as input.
data = numpy.asarray((data,), dtype=object)
else:
try:
# handle a sequence of strings
if isinstance(data[0], basestring):
data = numpy.asarray(data, dtype=object)
except TypeError:
# if data wasn't a string or sequence of strings, an
# unchanged data is returned.
pass
return data
#### Distribution functions ... ################################################
def single_norm(meanval, std):
return numpy.random.normal(meanval, std)
def single_trunc_norm(mean, std, min, max):
# Need to scale the clipping values ....
a = (min - mean) / float(std)
b = (max - mean) / float(std)
value = stats.truncnorm(a, b, loc=mean, scale=std).rvs()[0]
return value
def single_triang(ratio, start, width):
value = stats.triang(ratio, start, width).rvs()[0]
return value
def single_uniform(min, max):
return numpy.random.uniform(min, max)
def nearest_index(index_array, value):
"""Find the position in an increasing array nearest a given value."""
# find the index of the last data point that is smaller than the 'value'
# we are looking for ....
ind1 = len(index_array.compress(index_array < value))
# if we are at the very end of the array then this is our best estimate ...
if ind1 == len(index_array)-1:
ind = ind1
# otherwise, which of the two points is closer?
else:
val1 = index_array[ind1]
val2 = index_array[ind1+1]
if val2-value > value-val1:
ind = ind1
else:
ind = ind1+1
return ind
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