ci.agree.3rater: Computes confidence intervals for a 3-rater design with...

In statpsych: Statistical Methods for Psychologists

Computes confidence intervals for a 3-rater design with dichotomous ratings

Description

Computes adjusted Wald confidence intervals for a G-index of agreement for all pairs of raters in a 3-rater design with a dichotomous rating, and computes adjusted Wald confidence intervals for differences of all pairs of G agreement. An adjusted Wald confidence interval for unanimous G agreement among the three raters also is computed. In the three-rater design, unanimous G agreement is equal to the average of all pairs of G agreement.

Usage

ci.agree.3rater(alpha, f)

Arguments

alpha	alpha level for 1-alpha confidence
f	vector of frequency counts from 2x2x2 table where f = [f111, f112, f121, f122, f211, f212, f221, f222⁠]⁠ first subscript represents rating of rater 1, second subscript represents rating of rater 2, third subscript represents rating of rater 3

Value

Returns a 3-row matrix. The rows are:

• G(1,2): G-index for raters 1 and 2

• G(1,3): G-index for raters 1 and 3

• G(2,3): G-index for raters 2 and 3

• G(1,2)-G(1,3): difference in G1,2 and G1,3

• G(1,2)-G(2,3): difference in G1,2 and G2,3

• G(2,3)-G(1,3): difference in G2,3 and G1,3

• G(3): G-index of unanimous agreement for all three raters

The columns are:

• Estimate - estimate of G-index (two-rater, difference, or unanimous)

• LL - lower limit of confidence interval

• UL - upper limit of confidence interval

References

\insertRef

Bonett2022statpsych

Examples

f <- c(100, 6, 4, 40, 20, 1, 9, 120)
ci.agree.3rater(.05, f)

# Should return:
#                  Estimate          LL         UL
# G(1,2)         0.56666667  0.46601839  0.6524027
# G(1,3)         0.50000000  0.39564646  0.5911956
# G(2,3)         0.86666667  0.79701213  0.9135142
# G(1,2)-G(1,3)  0.06666667  0.00580397  0.1266464
# G(1,2)-G(2,3) -0.30000000 -0.40683919 -0.1891873
# G(2,3)-G(1,3) -0.36666667 -0.46222023 -0.2662566
# G(3)           0.64444444  0.57382971  0.7068720
 

statpsych documentation built on July 9, 2023, 6:50 p.m.