All Samples(148) | Call(139) | Derive(0) | Import(9)
Normal distribution. mu is the mean, and sigma is the standard deviation.
src/a/s/astlib-HEAD/trunk/examples/CMRRestFrameConversion/CMRRestFrameConversion.py astlib(Download)
bsMag={}
bsCol={}
bsCMR['slope']=random.normalvariate(sCMR, sCMRErr)
bsCMR['intercept']=random.normalvariate(zpCMR, zpCMRErr)
bsCMR['zeroMag']=obsCMR['zeroMag']
bsMag['slope']=random.normalvariate(sMag, sMagErr)
bsMag['intercept']=random.normalvariate(zpMag, zpMagErr)
bsCol['slope']=random.normalvariate(sCol, sColErr)
bsCol['intercept']=random.normalvariate(zpCol, zpColErr)
bsCMR['scatter']=random.normalvariate(obsCMR['scatter'], obsCMR['scatterErr'])
src/a/s/astlib-HEAD/examples/CMRRestFrameConversion/CMRRestFrameConversion.py astlib(Download)
bsMag={}
bsCol={}
bsCMR['slope']=random.normalvariate(sCMR, sCMRErr)
bsCMR['intercept']=random.normalvariate(zpCMR, zpCMRErr)
bsCMR['zeroMag']=obsCMR['zeroMag']
bsMag['slope']=random.normalvariate(sMag, sMagErr)
bsMag['intercept']=random.normalvariate(zpMag, zpMagErr)
bsCol['slope']=random.normalvariate(sCol, sColErr)
bsCol['intercept']=random.normalvariate(zpCol, zpColErr)
bsCMR['scatter']=random.normalvariate(obsCMR['scatter'], obsCMR['scatterErr'])
src/p/y/pygrace-HEAD/trunk/Examples/example_tools.py pygrace(Download)
def multiplot():
import random
m, b, sigma = 10, 60, 12
x = [float(i) / 200 for i in range(0, 2000)]
y0 = [m * x_i + b for x_i in x]
r = [random.normalvariate(0, sigma) for i in y0]
y1 = [y_i + r_i for y_i, r_i in zip(y0, r)]
def colorplot():
from random import normalvariate
from math import floor,ceil
# generate some synthetic data from eliptical Gaussian
data = []
for i in range(10000):
x = normalvariate(0,1.0)
y = normalvariate(-x,1.0)
src/p/y/pygrace-HEAD/Examples/example_tools.py pygrace(Download)
def multiplot():
import random
m, b, sigma = 10, 60, 12
x = [float(i) / 200 for i in range(0, 2000)]
y0 = [m * x_i + b for x_i in x]
r = [random.normalvariate(0, sigma) for i in y0]
y1 = [y_i + r_i for y_i, r_i in zip(y0, r)]
def colorplot():
from random import normalvariate
from math import floor,ceil
# generate some synthetic data from eliptical Gaussian
data = []
for i in range(10000):
x = normalvariate(0,1.0)
y = normalvariate(-x,1.0)
src/s/c/scrapy-HEAD/profiling/priorityqueue/run.py scrapy(Download)
def normal_priority(priorities):
sigma = priorities / 4.0
dist = lambda: random.normalvariate(mu=0, sigma=sigma)
return _distribution(priorities, dist)
def gauss_priority(priorities):
sigma = priorities / 4.0
src/c/a/canada-HEAD/trunk/modules/spain.py canada(Download)
def fill(self, dir = None):
for i in range(0, self.width, 5):
for j in range(0, self.height, 5):
ox = random.normalvariate(0, 2)
oy = random.normalvariate(0, 2)
self.balls.append((complex(i + ox, j + oy), 0, 0.5, self.randpair()))
# deletion conditions (other than "escape velocity" above: this ball
# is too close to the black hole, or is too large.
if ((self.black_hole is not None and abs(z - self.black_hole) < 6)
or m > max(4, random.normalvariate(max_mass_mean,
max_mass_sigma))):
del self.balls[d]
if d < self.smart_balls:
src/c/a/canada-HEAD/experimental/modules/spain.py canada(Download)
def fill(self, dir = None):
for i in range(0, self.width, 5):
for j in range(0, self.height, 5):
ox = random.normalvariate(0, 2)
oy = random.normalvariate(0, 2)
self.balls.append((complex(i + ox, j + oy), 0, 0.5, self.randpair()))
# deletion conditions (other than "escape velocity" above: this ball
# is too close to the black hole, or is too large.
if ((self.black_hole is not None and abs(z - self.black_hole) < 6)
or m > max(4, random.normalvariate(max_mass_mean,
max_mass_sigma))):
del self.balls[d]
if d < self.smart_balls:
src/c/a/canada-HEAD/dropday-2008/modules/spain.py canada(Download)
def fill(self, dir = None):
for i in range(0, self.width, 5):
for j in range(0, self.height, 5):
ox = random.normalvariate(0, 2)
oy = random.normalvariate(0, 2)
self.balls.append((complex(i + ox, j + oy), 0, 0.5, self.randpair()))
continue
if ((self.black_hole is not None and abs(z - self.black_hole) < 6)
or m > max(4, random.normalvariate(max_mass_mean,
max_mass_sigma))):
del self.balls[d]
if d < self.smart_balls:
src/c/a/canada-HEAD/modules/spain.py canada(Download)
def fill(self, dir = None):
for i in range(0, self.width, 5):
for j in range(0, self.height, 5):
ox = random.normalvariate(0, 2)
oy = random.normalvariate(0, 2)
self.balls.append((complex(i + ox, j + oy), 0, 0.5, self.randpair()))
# deletion conditions (other than "escape velocity" above: this ball
# is too close to the black hole, or is too large.
if ((self.black_hole is not None and abs(z - self.black_hole) < 6)
or m > max(4, random.normalvariate(max_mass_mean,
max_mass_sigma))):
del self.balls[d]
if d < self.smart_balls:
src/s/h/shedskin-HEAD/univ/spirit.py shedskin(Download)
continue
elif syn_random and i == syn_double:
if connection.fast:
connection.post_cell.syn_event_fast.synapse = connection.post_cell.syn_event_fast.synapse + (connection.s * self.trans_level*(random.normalvariate(1,self.syndeviance)))*layscale*2
else:
connection.post_cell.syn_event_slow.synapse = connection.post_cell.syn_event_slow.synapse + (connection.s * self.trans_level*(random.normalvariate(1,self.syndeviance)))*layscale*2
else:
if connection.fast:
connection.post_cell.syn_event_fast.synapse = connection.post_cell.syn_event_fast.synapse + (connection.s * self.trans_level*(random.normalvariate(1,self.syndeviance)))*layscale
else:
connection.post_cell.syn_event_slow.synapse = connection.post_cell.syn_event_slow.synapse + (connection.s * self.trans_level*(random.normalvariate(1,self.syndeviance)))*layscale
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