ICC(2,1)
Let
(3.14)
where Fj = JMS/EMS and p + ̂ = ICC(2,1).
Let
F* = F1-1/2α[(n - 1), v] (3.15)
and
F* = F1-1/2α[v, (n - 1)] (3.16)
where F1-α(i, j) signifies the (1 - α)100th percentile of the F distribution with degrees of freedom i and j.
Then, the lower limit of the (1 - α)100% confidence interval is given by:
(3.17)
and the upper limit of the (1 - α)100% confidence interval is given by:
(3.18)
ICC(3,1)
Let F0 = BMS/EMS.
Let FL = F0/F1-1/2α[(n - 1), (n - 1)(k - 1)].
Let FU = F0/F1-1/2α[(n - 1)(k - 1), (n - 1)].
Then the lower limit of the (1 - α)100% confidence interval is given by:
(3.19)
And the upper limit of the (1 - α)100% confidence interval is given by:
(3.20)
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