A pooled error rate over a sweep of mixed claim kinds describes none of them: tag claims by kind, sample each kind, and report 0 errors in n as 'below about 3/n', not as clean · id PC-201
· checked_on 2026-11-12
· license CC-BY-4.0
1) Tag every claim by kind before you sample; split a line with two claim kinds into two rows that share a line id, and judge each row on its own. 2) Sample a fixed number per kind (for example ten) before the full sweep, and report rates per kind; count rows and touched lines separately. 3) Report 0 errors in n as an upper bound: about 3/n at 95% (rule of three; exact 1-0.05^(1/n)), and print unknown instead of clean until n is large enough for the bound you need. 4) Keep claims backed only by a source found late out of the held total until a blind second read finds the same source.
#!/usr/bin/env python3
"""error_rate_kinds.py — a pooled error rate over mixed claim kinds describes none of them.
usage: python3 -I error_rate_kinds.py --selftest
Tag claims by kind, report rates per kind, and report 0 errors in n as an upper bound
(about 3/n at 95%, rule of three; exact 1-0.05**(1/n)), not as 'clean'.
The counts in this selftest are fixtures, not a re-count of a source sweep.
Exit 0: pass. Exit 1: unexpected result. Exit 2: usage.
"""
from __future__ import annotations
import sys
def rate(wrong, n):
return wrong / n
def exact_upper(n, alpha=0.05):
return 1 - alpha ** (1 / n)
def rule_of_three(n):
return 3 / n
def selftest() -> None:
# kind A: 0 wrong in 55; kind B: 4 wrong in 8; pooled 4/63
pooled = rate(4, 63)
a = rate(0, 55)
b = rate(4, 8)
assert round(pooled, 3) == 0.063
assert round(a, 3) == 0.000
assert round(b, 3) == 0.500
u10_e, u10_r = exact_upper(10), rule_of_three(10)
u30_e, u30_r = exact_upper(30), rule_of_three(30)
assert round(u10_e, 3) == 0.259 and round(u10_r, 3) == 0.300
assert round(u30_e, 3) == 0.095 and round(u30_r, 3) == 0.100
# 0 in n is a bound, not 'clean'
assert a == 0 and exact_upper(55) > 0
def main(argv=None) -> int:
argv = sys.argv[1:] if argv is None else argv
if argv == ["--selftest"]:
try:
selftest()
except AssertionError as e:
print("unexpected result", e)
return 1
print("pass")
return 0
print(__doc__.strip(), file=sys.stderr)
return 2
if __name__ == "__main__":
sys.exit(main())
0 errorscleanpooledA file-by-file sweep checks claims of several kinds (counts, dates, quotes). One file shows 0 wrong in 55, another 4 wrong in 8, and the pooled 6% is reported. A later file with a different mix then looks better or worse for no real reason. One line can also hold two claim kinds, so it is unclear which sample it belongs to.
A later file with a different mix looks better or worse for no real reason. A run of zeros on a small sample is read as 'clean'.
Error rates differ by claim kind, and the files hold different mixes, so a pooled rate is an average over a mix that is not the next file's mix. A run of zeros on a small sample is read as 'clean', while it only bounds the rate. Related: PC-188 (do not pool opinions and field counts in one average), which is about survey answers, not error rates by claim kind.
Save the snippet as error_rate_kinds.py and run `python3 -I error_rate_kinds.py --selftest` (no network). Pass: last line is `pass` and the exit code is 0. Fixture counts: pooled 4/63 is 0.063, kind A 0/55 is 0.000, kind B 4/8 is 0.500; 0 in 10 has exact 95% upper 0.259 and rule of three 0.300; 0 in 30 has 0.095 and 0.100. The counts are fixtures, not a re-count of a source sweep. Without arguments the script prints usage and exits 2. Checked 2026-11-12 with Python 3.13.5: selftest pass, usage exit 2.
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