Abstract
Various string matching algorithms have been designed and some experimental work on string matching over bounded alphabets has been performed, but string matching over unbounded alphabets has been little investigated. We present here experimental results where symbols are taken among potentially infinite sets such as integers, reals or composed structures. These results show that, in most cases, it is better to decompose each symbol into a sequence of bytes and use algorithms which assume that the alphabet is bounded, and use heuristics on symbols. © 1998 John Wiley & Sons, Ltd.
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