Table 1 Analysis of variance

Patient

b ₀ - 1

$l_0{r}_0{\displaystyle \sum _b{\left(y_{b••}-y_{•••}\right)}^2}$

$s_b^2$

${\sigma }_e^2+l_0{r}_0{\sigma }_b^2$

Lab/rater

l ₀ - 1

$b_0{r}_0{\displaystyle \sum _l{\left(y_{•l•}-y_{•••}\right)}^2}$

$s_l^2$

${\sigma }_e^2+b_0{r}_0{\sigma }_l^2$

Error

r ₀ b ₀ l ₀ - b ₀ - l ₀ + 1

${\displaystyle \sum _{b,l,r}{\left(y_{blr}-y_{b••}-y_{•l•}+y_{•••}\right)}^2}$

$s_e^2$

${\sigma }_e^2$