Difference between revisions of "Crisp sets"
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'''Crisp [[set]]s''' are traditional sets in [[mathematics]], called "crisp" in [[fuzzy logic]] to distinguish crisp sets from fuzzy sets. In crisp sets, an object must either belong to a set or not belong to it. | '''Crisp [[set]]s''' are traditional sets in [[mathematics]], called "crisp" in [[fuzzy logic]] to distinguish crisp sets from fuzzy sets. In crisp sets, an object must either belong to a set or not belong to it. | ||
[[Category: set theory]] | [[Category: set theory]] | ||
Revision as of 22:10, December 14, 2009
Crisp sets are traditional sets in mathematics, called "crisp" in fuzzy logic to distinguish crisp sets from fuzzy sets. In crisp sets, an object must either belong to a set or not belong to it.