A Coefficient of Agreement for Nominal Scales
By Jacob Cohen. 1960
Subfields: Statistics and Probability
How researchers see this paper
The researchers whose trusted networks rank it highest, strongest advocate first. Every researcher gets a different order.
In Statistics and Probability
- John Antonakis
- Matthijs J. Warrens
- K. Gwet
- Francisco Herrera
- Kimberly A. Neuendorf
- R. Pradel
- Iryna Gurevych
- L. Tedeschi
Citations in the corpus
- Findings of the 2016 Conference on Machine Translation (2016, methodology): “We measured pairwise agreement among annotators using Cohen’s kappa coefficient (κ) (Cohen, 1960).”
- Findings of the 2015 Workshop on Statistical Machine Translation (2015, methodology): “We measured pairwise agreement among annotators using Cohen’s kappa coefficient () (Cohen, 1960).”
- Findings of the 2014 Workshop on Statistical Machine Translation (2014, methodology): “We measured pair-wise agreement among annotators using Cohen’s kappa coefficient ( κ ) (Cohen, 1960).”
- Are We Done with MMLU? (2024, neutral): “…0.79 (8) → 0.93 (3) 0.56 (2) → 0.88 (7) 0.71 (1) → 0.74 (1) 0.55 (9) → 0.68 (7) 0.89 (6) → 0.96 (4) Llama 3 70b 0.83 (3) → 0.93 (4) 0.55 (8) → 0.91 (4) 0.55 (10) → 0.56 (10) 0.56 (8) → 0.67 (8) 0.85 (10) → 0.96 (6) Gemini 1.5 Flash 0.82 (6) → 0.91 (8) 0.53 (10) → 0.88 (9) 0.58 (9) → 0.57 (9) 0.60…”
- Hate Speech Dataset from a White Supremacy Forum (2018, background): “Table 1 shows the agreements obtained in terms of the average percent agreement ( avg % ), average Cohen’s kappa coefficient (Cohen, 1960) ( avg k ), and Fleiss’ kappa coefficient (Fleiss, 1971) ( fleiss ).”
- Using deep learning to detect price change indications in financial markets (2017, methodology): “To measure the performance of our model we use Kohen’s kappa [18], which is used to measure the concordance between sets of given answers, taking into consideration the possibility of random agreements happening.”
- Continual Few-Shot Learning for Text Classification (2021, methodology): “We calculate the percentage agreement and Cohen’s kappa (Cohen, 1960) for each category independently and report the average scores across all categories.”
- On the relation between accuracy and fairness in binary classification (2015, methodology): “Therefore, we suggest using for comparison a normalized accuracy, such as Cohen’s Kappa (Cohen, 1960), which indicates by how much a classifier in question is better than a random classifier: where A is the accuracy of the classifier in question, and R is the accuracy of a random classifier, in our case”
- ERASER: A Benchmark to Evaluate Rationalized NLP Models (2019, background): “All datasets have a high Cohen κ (Cohen, 1960); with substantial or better agreement.”
- Relevance of Unsupervised Metrics in Task-Oriented Dialogue for Evaluating Natural Language Generation (2017, methodology): “We computed Cohen’s kappa scores (Cohen, 1960) between the human users in pairs of two.”
- Evaluation of Text Generation: A Survey (2020, background): “Cohen’s κ (Cohen, 1960) is an agreement measure that can capture evaluator agreements that may happen by chance.”
- Learning Attitudes and Attributes from Multi-aspect Reviews (2012, background): “Cohen’s kappa statistic is a standard accuracy measure for document labeling tasks [7].”
- Towards Debiasing Fact Verification Models (2019, background): “They agreed with the dataset labels in 94% of cases, attaining a Cohen κ of 0.88 (Cohen, 1960).”
- Language to Code: Learning Semantic Parsers for If-This-Then-That Recipes (2015, background): “Unlike Cohen’s κ (Cohen, 1960), the α statistic does not require that coders be the same for each unit of analysis.”