Cohen's Kappa Statistic
Jump to navigation
Jump to search
A Cohen's Kappa Statistic is a two-rater categorical chance-corrected measure that can quantify classification agreement between two raters beyond chance agreement levels for categorical rating tasks.
- AKA: Cohen's Kappa, Kappa Statistic, Cohen's Kappa Coefficient, K Statistic.
- Context:
- It can typically measure Inter-Rater Agreement Levels through observed agreement proportions and expected agreement proportions.
- It can typically correct Chance Agreement Effects through probabilistic adjustment formulas.
- It can typically produce Kappa Values between negative one and positive one through normalized agreement calculations.
- It can typically assess Categorical Classification Agreement through confusion matrix analysiss.
- It can typically evaluate Human Annotator Consistency through pairwise agreement measurements.
- ...
- It can often detect Random Agreement Patterns through zero kappa values.
- It can often identify Perfect Agreement through positive one kappa values.
- It can often reveal Systematic Disagreement through negative kappa values.
- It can often support Multi-Class Classification Evaluation through generalized kappa formulas.
- ...
- It can range from being a Simple Cohen's Kappa Measure to being a Weighted Cohen's Kappa Measure, depending on its cohen's kappa disagreement weighting.
- It can range from being a Binary Cohen's Kappa Measure to being a Multi-Class Cohen's Kappa Measure, depending on its cohen's kappa category count.
- It can range from being a Unweighted Cohen's Kappa Measure to being a Quadratic-Weighted Cohen's Kappa Measure, depending on its cohen's kappa weight function.
- It can range from being a Two-Rater Cohen's Kappa Measure to being a Multi-Rater Cohen's Kappa Measure, depending on its cohen's kappa rater count.
- It can range from being a Standard Cohen's Kappa Measure to being a Ordinal Cohen's Kappa Measure, depending on its cohen's kappa category ordering.
- ...
- It can integrate with Annotation Tools for inter-annotator agreement assessments.
- It can complement Fleiss' Kappa Measures for multi-rater scenarios.
- It can extend Simple Agreement Percentages through chance correction mechanisms.
- It can combine with Krippendorff's Alpha Measures for comprehensive reliability analysis.
- It can support Machine Learning Evaluation Frameworks through model agreement assessments.
- ...
- Example(s):
- Cohen's Kappa Implementations, such as:
- Cohen's Kappa Application Domains, such as:
- Cohen's Kappa Historical Developments, such as:
- Cohen's Kappa Interpretation Guidelines, such as:
- ...
- Counter-Example(s):
- Simple Agreement Percentage, which lacks chance agreement correction unlike cohen's kappa measures.
- Correlation Coefficient, which measures linear relationship rather than categorical agreement.
- Matthews Correlation Coefficient Measure, which focuses on binary classification correlation rather than inter-rater agreement.
- Cronbach's Alpha, which measures internal consistency rather than inter-rater reliability.
- Intraclass Correlation Coefficient, which applies to continuous measurements rather than categorical classifications.
- See: Chance-Corrected Measure, Agreement Measure, Inter-Rater Reliability Measure, Fleiss' Kappa, Krippendorff's Alpha, Matthews Correlation Coefficient, Statistical Measure, Annotation Agreement Measure, Weighted Kappa.