Assessing Agreement on Classification Tasks: The Kappa Statistic
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Summary
Research on discourse and dialogue depends on human annotators making subjective category judgments, such as marking discourse segment boundaries or labelling conversational moves. Carletta argues that the field was defending the reliability of these annotations with an assortment of ad hoc agreement figures. These figures can't be compared with one another. None of them corrects for agreement that would happen by chance, so even a single figure can't be properly interpreted. The paper reviews four published measures: from Kowtko, Isard and Doherty; Litman and Hirschberg; Silverman et al. (TOBI prosody labelling); and Passonneau and Litman. It shows how each one inflates or hides agreement, especially when one category dominates, as it usually does in boundary marking. As a fix, it proposes the kappa coefficient, which content analysis had already adopted. Kappa adjusts observed agreement for chance, gives a single value across multiple coders and has established benchmarks for interpretation. The squib became the standard reference behind reporting kappa for annotated corpora in NLP.
Key points
- Kappa is defined as K = (P(A) − P(E)) / (1 − P(E)), following Siegel and Castellan (1988). K = 0 means agreement is no better than chance, and K = 1 means perfect agreement.
- Chance agreement can be large. With two categories where one is used 95% of the time, random coders would still agree 90.5% of the time. With four equally frequent categories, they would agree 25% of the time.
- Based on Krippendorff (1980), K > .8 counts as good reliability, and values between .67 and .8 support only tentative conclusions.
- The majority-vote "percent agreement" measure always yields at least 50% and quietly treats the majority as an expert. The paper also argues that subjective coding has no true experts. What matters is how naive coders do when given only written instructions.
- Caveats: K values are comparable only if the coding units are chosen consistently (clause, word or phoneme boundaries give different results). When a gold-standard expert is justified, a variant of kappa can measure only how well each coder agrees with that expert.
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Cite
@article{carletta1996assessing,
title = {{Assessing Agreement on Classification Tasks: The Kappa Statistic}},
author = {Carletta, Jean},
journal = {Computational Linguistics},
year = {1996},
url = {https://aclanthology.org/J96-2004/}
}References
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