Inter-rater agreement (kappa)
Binomial Confidence Intervals
Confidence intervals on goodness of fit ϕ scores – corp.ling.stats
Reference Chart for Precision of Wilson Binomial Proportion Confidence Interval | R-bloggers
Cureus | Observer Performance Evaluation of a Deep Learning Model for Multilabel Classification of Active Tuberculosis Lung Zone-Wise Manifestations | Media
Confidence Intervals for the Binomial Proportion: A Comparison of Four Methods
Infimum coverage probability (ICP) for Agresti-Coull interval C AC and... | Download Table
Table 5 from Confidence limits made easy: interval estimation using a substitution method. | Semantic Scholar
Wilson CI - Statistics How To
MOVER-R confidence intervals for ratios and products of two independently estimated quantities - Robert G Newcombe, 2016
Five Confidence Intervals for Proportions That You Should Know About | by Dr. Dennis Robert MBBS, MMST | Towards Data Science
The confidence of entropy – and information – corp.ling.stats
Cohen's Kappa and Fleiss' Kappa— How to Measure the Agreement Between Raters | by Audhi Aprilliant | Medium
Binomial confidence intervals and contingency tests – corp.ling.stats
Confidence intervals for the proportion of failures in a sequence of... | Download Table
A generalized Agresti–Coull type confidence interval for a binomial proportion | SpringerLink
Cohen's Kappa and Fleiss' Kappa— How to Measure the Agreement Between Raters | by Audhi Aprilliant | Medium
Evaluating Independent Proportions for Statistical Difference, Equivalence, Indeterminacy, and Trivial Difference Using Inferential Confidence Intervals - Warren W. Tryon, Charles Lewis, 2009
The confidence of entropy – and information – corp.ling.stats
Binomial Confidence Intervals
A generalized Agresti–Coull type confidence interval for a binomial proportion | SpringerLink
Interrater reliability: the kappa statistic - Biochemia Medica
Kappa coefficient (95% confidence interval) for the intra- and... | Download Table
Plotting the Clopper-Pearson distribution – corp.ling.stats
A generalized Agresti–Coull type confidence interval for a binomial proportion | SpringerLink
Binomial Confidence Interval
