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Previous: The Permutation Test
In order to simplify the computation of the permutation test, we
implemented a
small C program
to do the job.
Below is a brief
explanation of the algorithm applied in the program (given two
documents A and B, and certain numbers of subjects):
- Compute an array of ``masks'', which are binary numbers with
( + ) digits. We require the ``cross sum'' of the mask
to be . A mask determines a particular dillution of the
groups of people. We will have
different masks, and thus this
is the number of possible permutations of the subjects.
- Each subjects is associated with a digit in the mask. For
document A, a mask digit 1 means that the subject is considered a PBR
subject, while a mask digit 0 means he is considered a NASA subject -
regardless of what technique he actually used. For document B the
mask digit takes the opposite meaning.
- For each of the masks, the perspectives are manipulated
accordingly, and then all the possible teams are combined. The test
statistic is computed as described above.
- The various permutations are ranked according to the test
statistic. The corresponding degree of dillution is indicated, and the
significance of the test is determined by locating the percentile of
the non-dilluted permutation.
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