Precision and Recall
The traditional method of MeasuringAccuracy in the information-retrieval field is using a two-figure scheme of Precision and Recall.
Given the usual set of 4 numbers (see FpFnPercentages):
nspam = number of known-to-be-spam messages in the corpus nham = number of known-to-be-ham (nonspam) messages in the corpus fp = number of ham messages incorrectly marked as spam fn = number of spam messages incorrectly marked as ham
Precision and Recall can be computed as follows:
nspamspam = nspam - fp recall = (nspamspam / nspam) * 100 precision = ((nspamspam / (nspamspam + fn)) * 100
Again, Precision and Recall are part of the standard SpamAssassin statistics data reported in every release. The 'STATISTICS.txt' files distributed with SpamAssassin versions since about 2.30 include this data, measuring the ruleset's accuracy against a validation ruleset:
# SUMMARY for threshold 5.0: # Correctly non-spam: 29443 99.97% # Correctly spam: 27220 97.53% # False positives: 9 0.03% # False negatives: 688 2.47% # TCR(l=50): 24.523726 SpamRecall: 97.535% SpamPrec: 99.967%
See also MeasuringAccuracy for other methods.