Displaying 1 result from an estimated 1 matches for "preferabley".
Did you mean:
preferable
2007 Nov 02
4
Permutation test, grouped data
I am perfectly aware that this question is not an R question, at least
not yet, but I have not succeeded in finding what I want in other
ways, so ...
What I am looking for are two algorithms, preferabley in Pascal, but
other languages may do. For (a) systematic (complete) permutations
for grouped data with unequal group sizes, and (b) random permutations
for the same kind of data. I know of one source: E. S. Edgington
(1980): Randomization Tests (program 4.1 and program 4.3), but those
are w...