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Class Summary
| Class |
Description |
| BennettSAgreement |
Implementation of Bennett et al.'s S (1954) for calculating a chance-corrected inter-rater
agreement for two raters.
|
| CodingAgreementMeasure |
|
| CodingAnnotationItem |
Default implementation of ICodingAnnotationItem holding the set of annotation units for
this item (i.e., the categories assigned to this item by all raters).
|
| CodingAnnotationStudy |
|
| CohenKappaAgreement |
Implementation of Cohen's kappa (1960) for calculating a chance-corrected inter-rater agreement
for two raters.
|
| DiceAgreement |
Implementation of a mean Dice agreement measure for calculating the inter-rater agreement for two
or more raters applying set-valued annotations.
|
| FleissKappaAgreement |
Generalization of Scott's (1955) pi-measure for calculating a chance-corrected inter-rater
agreement for multiple raters, which is known as Fleiss' (1971) kappa and Carletta's (1996) K.
|
| HubertKappaAgreement |
Conger, A.J.: Integration and generalization of kappas for multiple raters.
|
| KrippendorffAlphaAgreement |
Implementation of Krippendorff's (1980) alpha-measure for calculating a chance-corrected
inter-rater agreement for multiple raters with arbitrary distance/weighting functions.
|
| MaxPercentageAgreement |
Implementation of a simple "max" percentage agreement measure for calculating the inter-rater
agreement for two or more raters applying set-valued annotations.
|
| PercentageAgreement |
Implementation of a simple percentage of agreement measure for calculating the inter-rater
agreement for two or more raters.
|
| RandolphKappaAgreement |
Generalization of Bennett et al.'s (1954) S-measure for calculating a chance-corrected
inter-rater agreement for multiple raters, which is known as Randolph's (2005) kappa.
|
| ScottPiAgreement |
Implementation of Scott's pi (1955) for calculating a chance-corrected inter-rater agreement for
two raters.
|
| WeightedAgreement |
Abstract base class for weighted measures.
|
| WeightedKappaAgreement |
Generalization of Cohen's (1960) kappa-measure for calculating a chance-corrected inter-rater
agreement for multiple raters with arbitrary distance/weighting functions.
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