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Does a third auditor identify the hard-message share, and does it help plain Dawid–Skene?

research/ambient-third

Does a third auditor identify the hard-message share: yes at the population level (P(hard) 0.300 from informed starts), only loosely at n=1000 (sd 0.07), and in the extreme cell plain Dawid-Skene with three auditors falls below the naive estimator (0.3912 vs 0.3992) while the hardness-aware EM does not (stylised)

5 tests

What it found

Extending the hard-message model to three auditors (each 0.8 accurate overall, a fraction h of messages hard for all). A hardness-aware EM now recovers the hard share at the population level (P(hard) 0.300 from four informed starts, where two auditors left 0.24–0.35), but only loosely from samples (sd 0.07 at n = 1000) and a poor start still lands on a degenerate fit. Plain Dawid–Skene gets worse with more auditors: in the extreme cell (30% of messages at chance) it reads them as 0.85 accurate and its policy utility falls to 0.3912 at label accuracy 0.9, below the naive estimator’s 0.3992; the hardness-aware EM stays at the true-parameter 0.4066. Stylised: one shared-hardness model, uniform errors, round-number utilities; nothing measured on people.

A figure from its own output

Figure produced by research/ambient-third: third
ambient-third/experiments/third.png, written by the project's own experiment code.

Paper, code and results

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Produced with AI assistance (Claude). Results are from the code in this repository and are simulated or stylised unless the abstract says otherwise; nothing here implies affiliation with or endorsement by any lab, researcher or company cited. MIT licensed.