Statistically highly qualified tests suggest that we should reject the zero hypothesis, that the ratings are independent (i.e. kappa – 0) and accept the alternative that an agreement is better than one might expect. Don`t put too much emphasis on testing kappa statistics, it makes a lot of assumptions and falls into errors with small numbers. 0.85 – 1.96 x 0.037 to 0.85 – 1.96 x 0.037, which is calculated on an interval between 0.77748 and 0.92252, a confidence interval of 0.78 to 0.92. It should be noted that the SE depends in part on the sample size. The higher the number of measured observations, the lower the expected standard error. While kappa can be calculated for relatively small sample sizes (z.B 5), IC should be broad enough for such studies, which will lead to a lack of “concordance” within the IC. As a general heuristic, the sample size should not be less than 30 comparisons. Sample sizes of 1000 or more are mathematically the most likely to produce very small CIS, which means that the estimate of match should be very accurate. Disagreement on each category and asymmetry of disagreements (2 spleens) Cohens Kappa measures agreement between two advisors who categorize each of the N elements into exclusion categories C.
The definition of “textstyle” is as follows: in the square table $I -time i – the main diagonal “i-j” constitutes a correspondence between spleens or observers. Let the term “ij” leave the probability that Siskel classifies the train as category i and that Ebert classifies the same film in the j category. For example, this means that Ebert gave “two thumbs up” and Siskel “thumbs down.” Cohens Kappa is a single synthesis index that describes the strength of the Inter-Rater agreement. There are a number of statistics that have been used to measure the reliability of interreters and intraraterns. A sub-list includes a match percentage, Kappa cohens (for two tyters), kappa fleiss (Adjustment of Cohens Kappa for 3 or more raters), contingency coefficient, Pearson r and Spearman Rho, intraclassin correlation coefficient, match correlation coefficient, and Alpha krippendorff (useful if there are several tips and evaluations). The use of correlation coefficients such as Pearsons r can be a poor reflection of the agreement between advisors, leading to an extreme overshoot or underestimation of the actual level of the breach agreement (6). In this document, we will take into account only two of the most common measures, the percentage of consent and Kappa cohens. Interpretation of the value kappa Landis – Koch (1977): <0 No agreement0 – .20 Slight.21 — .40 Fair.41 — .60 Moderate.61 — .80 Substantial.81-1.0 Perfect In the Inter-Advisor Agreement dialog, two discrete variables must be identified with the classification data of the two observers. Classification data can be numerical or alphanumeric values (chains). Cohens coefficient Kappa () is a statistic used to measure reliability between advisors (and also the reliability of inter-raters) for qualitative (categorical) elements.  It is generally accepted that this is a more robust indicator than a simple percentage of the agreement calculation, since the possibility of a random agreement is taken into account.
There are controversies around Cohens Kappa because of the difficulty of interpreting the indications of the agreement. Some researchers have suggested that it is easier, conceptually, to assess differences of opinion between objects.  For more details, see Restrictions. In most applications, Kappa`s size is generally more interested than the statistical significance of Kappa. The following classifications have been proposed to interpret the strength of the agreement on the basis of Cohen`s Kappa value (Altman 1999, Landis JR (1977) The probability of a random overall agreement is the likelihood that they have agreed on a yes or no vote, i.e. Kappa does not take into account the degree of disagreement between observers and that all differences of opinion are treated in the same way as total disagreements.