2.5 Quantitative assoCiation rules 55
These two problems create the following conflicting situations: (1) large
intervals may generate rules that do not satisfy minimum confidence, and
(2) small intervals may generate rules that do not satisfy minimum support.
These situations can be resolved by considering all possible continuous ranges
over the values of the quantitative attribute or over the partitioned intervals
since the latter problem (minSup problem) disappears by combining adjacent
intervals or values. Although the minConf problem is still present, the infor-
mation loss is reduced by increasing the number of intervals that avoid the
minSup problem. This implies that the number of intervals must be increased
while simultaneously