Defined as
$$\frac{\sum_{i=1}^n t_{k_i}(p_i)}%
{\sqrt{\sum_{i=1}^n \frac{k_i}{k_i - 2}}}%
> z(\alpha)%
$$
If k
is a single value it is used for all the p
of which there are n
.
If any value of \(k_i<1\) then the corresponding \(p_i\)
is not included.
The values of \(p_i\) should be such that \(0<p_i\le 1\) and a warning is given if that is not true. An error is given if, possibly as a result of removing illegal values, fewer than two values remain.
The plot method for class ‘metap
’ calls plotp
on the valid \(p\)-values.