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annotate distr_3.py @ 76:cba9cb3a6797

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from python3.13 with block boundary tracking added by HST
author Henry S Thompson <ht@inf.ed.ac.uk>
date Thu, 12 Mar 2026 18:06:10 +0000
parents 1252f8100c6a
children
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7d6bc790b213 simulation of multi-segment coin flip with bias
Henry S. Thompson <ht@inf.ed.ac.uk>
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1 #!/usr/bin/python3
7d6bc790b213 simulation of multi-segment coin flip with bias
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2 '''Simulate stats for showing segments are the same as the whole'''
7d6bc790b213 simulation of multi-segment coin flip with bias
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3 # Simulate normal distributions of coin flips with slightly
7d6bc790b213 simulation of multi-segment coin flip with bias
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4 # unfair coins
7d6bc790b213 simulation of multi-segment coin flip with bias
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5 # Usage: distr_3.py segsize flipcount nsegs max-bias
7d6bc790b213 simulation of multi-segment coin flip with bias
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6 # Requires python3.6 as of 2021-07-28
7d6bc790b213 simulation of multi-segment coin flip with bias
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7 # Runs nsegs*segsize experiments, each involving flipcount flips.
7d6bc790b213 simulation of multi-segment coin flip with bias
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8 # Experiments in a given segment have a bias around 0.5,
7d6bc790b213 simulation of multi-segment coin flip with bias
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9 # randomly chosen between 0 and max-bias (which must be < 0.5
7d6bc790b213 simulation of multi-segment coin flip with bias
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10
7d6bc790b213 simulation of multi-segment coin flip with bias
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11 import sys, random, signif
7d6bc790b213 simulation of multi-segment coin flip with bias
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12 from nltk import FreqDist
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7d6bc790b213 simulation of multi-segment coin flip with bias
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14 n=int(sys.argv[1])
7d6bc790b213 simulation of multi-segment coin flip with bias
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15 m=int(sys.argv[2])
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16 ss=int(sys.argv[3])
7d6bc790b213 simulation of multi-segment coin flip with bias
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17 b=float(sys.argv[4])
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18
7d6bc790b213 simulation of multi-segment coin flip with bias
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19 whole=FreqDist()
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20
7d6bc790b213 simulation of multi-segment coin flip with bias
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21 def fd(n,m,bias):
7d6bc790b213 simulation of multi-segment coin flip with bias
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22 global whole
7d6bc790b213 simulation of multi-segment coin flip with bias
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23 f=FreqDist()
7d6bc790b213 simulation of multi-segment coin flip with bias
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24 split=random.uniform(0.5-bias,0.5+bias)
7d6bc790b213 simulation of multi-segment coin flip with bias
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25 for i in range(n):
7d6bc790b213 simulation of multi-segment coin flip with bias
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26 res=sum(int(random.uniform(0,1)>split) for j in range(m))
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27 f[res]+=1
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28 whole[res]+=1
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29 return f
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7d6bc790b213 simulation of multi-segment coin flip with bias
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31 segs=[fd(n,m,b) for s in range(ss)]
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1252f8100c6a printouts to aid further testing
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1252f8100c6a printouts to aid further testing
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33 print(whole[1],whole.mean(), whole.sd(),sep='\t')
1252f8100c6a printouts to aid further testing
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34 print()
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9f40651f6080 works, but not quite right for cc simulation
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36 for s in segs:
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1252f8100c6a printouts to aid further testing
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37 print(s[1],s.mean(), s.sd(),sep='\t')
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38
1252f8100c6a printouts to aid further testing
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39 exit()
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7d6bc790b213 simulation of multi-segment coin flip with bias
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9f40651f6080 works, but not quite right for cc simulation
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41 whole.bell(block=False)
9f40651f6080 works, but not quite right for cc simulation
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42 segs[4].bell()
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7d6bc790b213 simulation of multi-segment coin flip with bias
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