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parallelpi.py
65 lines | 1.9 KiB | text/x-python | PythonLexer
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r3621 """Calculate statistics on the digits of pi in parallel.
This program uses the functions in :file:`pidigits.py` to calculate
the frequencies of 2 digit sequences in the digits of pi. The
results are plotted using matplotlib.
To run, text files from http://www.super-computing.org/
must be installed in the working directory of the IPython engines.
The actual filenames to be used can be set with the ``filestring``
variable below.
The dataset we have been using for this is the 200 million digit one here:
ftp://pi.super-computing.org/.2/pi200m/
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r4872 and the files used will be downloaded if they are not in the working directory
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r3675 of the IPython engines.
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r4872 """
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r6455 from __future__ import print_function
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r3675 from IPython.parallel import Client
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r3621 from matplotlib import pyplot as plt
import numpy as np
from pidigits import *
from timeit import default_timer as clock
# Files with digits of pi (10m digits each)
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r3675 filestring = 'pi200m.ascii.%(i)02dof20'
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r5485 files = [filestring % {'i':i} for i in range(1,21)]
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# Connect to the IPython cluster
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r3675 c = Client()
c[:].run('pidigits.py')
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r3675 # the number of engines
n = len(c)
id0 = c.ids[0]
v = c[:]
v.block=True
# fetch the pi-files
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r6455 print("downloading %i files of pi"%n)
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r3675 v.map(fetch_pi_file, files[:n])
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r6455 print("done")
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# Run 10m digits on 1 engine
t1 = clock()
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r3675 freqs10m = c[id0].apply_sync(compute_two_digit_freqs, files[0])
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r3621 t2 = clock()
digits_per_second1 = 10.0e6/(t2-t1)
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r6455 print("Digits per second (1 core, 10m digits): ", digits_per_second1)
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r3675 # Run n*10m digits on all engines
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r3621 t1 = clock()
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r3675 freqs_all = v.map(compute_two_digit_freqs, files[:n])
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r3621 freqs150m = reduce_freqs(freqs_all)
t2 = clock()
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r3675 digits_per_second8 = n*10.0e6/(t2-t1)
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r6455 print("Digits per second (%i engines, %i0m digits): "%(n,n), digits_per_second8)
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r6455 print("Speedup: ", digits_per_second8/digits_per_second1)
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plot_two_digit_freqs(freqs150m)
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r3675 plt.title("2 digit sequences in %i0m digits of pi"%n)
plt.show()
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