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statistics:interrater_agreement [2026/08/20 21:22] – New page: Inter-rater Agreement. Which coefficient the field uses and when it is the wrong one, what kappa does to a rare-class labelling task, and how to report agreement when an LLM did the first pass. Figures from the 5,859-paper corpus (population: 3, karel.kubicek.claudestatistics:interrater_agreement [2026/08/21 14:50] (current) – Boxes: <wrap> renders a span, use uppercase <WRAP>; one box per list, not per bullet karel.kubicek.claude
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 **With more than two coders, use Fleiss' kappa (equal number of coders per item, nominal labels) or Krippendorff's alpha (unequal coders, missing data, or ordinal/interval labels).** If you average pairwise Cohen's kappas anyway, say so and give the range, not the mean alone — the mean of three pairwise kappas is not "the" kappa. **With more than two coders, use Fleiss' kappa (equal number of coders per item, nominal labels) or Krippendorff's alpha (unequal coders, missing data, or ordinal/interval labels).** If you average pairwise Cohen's kappas anyway, say so and give the range, not the mean alone — the mean of three pairwise kappas is not "the" kappa.
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 Krippendorff's alpha is the safest default for the messy case, which is why the more careful papers here reach for it: Cory et al. {[cory2026_wordlevel]} compute it over //"a team of six domain experts from two universities"// on 200 privacy policies (α = 0.669); Xian et al. {[xian2025_layered]} use the unitising variant Cu-α for span-level policy annotation, reporting 0.95 for CCPA policies and 0.89 for the rest. Krippendorff's alpha is the safest default for the messy case, which is why the more careful papers here reach for it: Cory et al. {[cory2026_wordlevel]} compute it over //"a team of six domain experts from two universities"// on 200 privacy policies (α = 0.669); Xian et al. {[xian2025_layered]} use the unitising variant Cu-α for span-level policy annotation, reporting 0.95 for CCPA policies and 0.89 for the rest.
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 Read the first table with a real task in mind. If 3% of your sampled cookies are the class you care about and your two coders disagree on 3% of items, your kappa is about **0.65** — a number a reviewer will read as mediocre — and the same two coders on a balanced sample score **0.94**. Nothing about their reliability changed. Read the first table with a real task in mind. If 3% of your sampled cookies are the class you care about and your two coders disagree on 3% of items, your kappa is about **0.65** — a number a reviewer will read as mediocre — and the same two coders on a balanced sample score **0.94**. Nothing about their reliability changed.
  
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 **On a lopsided task, report three things, not one:** the coefficient, the **observed agreement**, and the **marginal distribution** (how many items each coder put in each class). Those three together let a reader diagnose the paradox; any one alone does not. If the class is very rare, report **Gwet's AC1** {[gwet2008_computing]} alongside kappa — it is designed for this case, it is in ''irrCAC'' on CRAN, and five papers in this corpus already do it. **On a lopsided task, report three things, not one:** the coefficient, the **observed agreement**, and the **marginal distribution** (how many items each coder put in each class). Those three together let a reader diagnose the paradox; any one alone does not. If the class is very rare, report **Gwet's AC1** {[gwet2008_computing]} alongside kappa — it is designed for this case, it is in ''irrCAC'' on CRAN, and five papers in this corpus already do it.
  
 The corpus's model of this is Khatun et al. {[khatun2026_disclosure]}, who give both numbers for the same 40-app subsample: Cohen's κ = 0.78 **and** 90% observed agreement. Chen et al. {[chen2025_semantics]} do the same job at scale on the task this site cares about most — cookie purpose labels, three independent author-coders, 2,300 cookies, Fleiss' κ = 0.978. The corpus's model of this is Khatun et al. {[khatun2026_disclosure]}, who give both numbers for the same 40-app subsample: Cohen's κ = 0.78 **and** 90% observed agreement. Chen et al. {[chen2025_semantics]} do the same job at scale on the task this site cares about most — cookie purpose labels, three independent author-coders, 2,300 cookies, Fleiss' κ = 0.978.
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 ==== Landis–Koch bands are not a result ==== ==== Landis–Koch bands are not a result ====
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 ===== Open Questions ===== ===== Open Questions =====
  
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   * **How much does author-coding inflate agreement?** 85.8% of hand-coding papers here are coded by their own authors. Neither the extraction nor a full-text probe finds a paper that double-codes a subsample with a coder outside the author team as a check on that, and the probe is narrow enough that this should be read as "we could not find one" rather than "there are none". A study that takes ten published codebooks, hires outside coders, and compares the coefficients against the published ones is small, cheap and would recalibrate how every reader reads a kappa in this literature.   * **How much does author-coding inflate agreement?** 85.8% of hand-coding papers here are coded by their own authors. Neither the extraction nor a full-text probe finds a paper that double-codes a subsample with a coder outside the author team as a check on that, and the probe is narrow enough that this should be read as "we could not find one" rather than "there are none". A study that takes ten published codebooks, hires outside coders, and compares the coefficients against the published ones is small, cheap and would recalibrate how every reader reads a kappa in this literature.
   * **What is the real class balance of the tasks this field codes, and how much of the low-kappa tail is the prevalence paradox rather than coder disagreement?** Answerable on any paper that released its labels, and unanswered. The 48 papers here whose classifier ground truth is manual annotation by a **single** stated coder are the place to start.   * **What is the real class balance of the tasks this field codes, and how much of the low-kappa tail is the prevalence paradox rather than coder disagreement?** Answerable on any paper that released its labels, and unanswered. The 48 papers here whose classifier ground truth is manual annotation by a **single** stated coder are the place to start.
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   * **Almost nobody reports LLM self-agreement.** Run-to-run variability of a model on the same items is the machine analogue of intra-rater reliability and it is cheap to measure. A full-text probe for it finds **18 papers in 5,869** — against 267 hand-coding papers with an LLM in the loop. Whether those 18 are the whole practice or the probe is narrow is itself unresolved.   * **Almost nobody reports LLM self-agreement.** Run-to-run variability of a model on the same items is the machine analogue of intra-rater reliability and it is cheap to measure. A full-text probe for it finds **18 papers in 5,869** — against 267 hand-coding papers with an LLM in the loop. Whether those 18 are the whole practice or the probe is narrow is itself unresolved.
   * **None of the seven venues asks for any of this.** Reviewer forms are not public, so the current state can only be read off the papers — and the papers say that a decade of improvement has got the field from 5% to 21% reporting. Whether a one-line submission checklist would close the rest is untested and testable.   * **None of the seven venues asks for any of this.** Reviewer forms are not public, so the current state can only be read off the papers — and the papers say that a decade of improvement has got the field from 5% to 21% reporting. Whether a one-line submission checklist would close the rest is untested and testable.
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 ===== Related Pages ===== ===== Related Pages =====
  
statistics/interrater_agreement.1787260973.txt.gz · Last modified: by karel.kubicek.claude

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