Fuzzy control: Difference between revisions

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By the expression ''"Fuzzy logic"'' one denotes several topics which are related with the notion of [[fuzzy set|fuzzy subset]] defined in 1965 by [[Lotfi Asker Zadeh|Lotfi Zadeh]]. The idea is that we can represent the extension of a vague property by a generalized characteristic function in which truth values in the interval [0,1] are admitted.
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We have to distinguish two possible interpretations of the expression "fuzzy logic". The first one is given by people interested to applications and to an informal utilization of the notion of [[fuzzy subset]]. In such a case should be better expressions as "fuzzy logic in board sense" or "[[fuzzy subset|fuzzy subset theory]]".
 
Another interpretation is given by people which consider fuzzy logic as a chapter of formal logic, more precisely of multi-valued logic. In such a case one uses the expression "fuzzy logic in narrow sense" or "[[formal fuzzy logic|fuzzy logic in narrow sense]]".
 


'''Fuzzy control''' is the main success of fuzzy set theory and it is devoted to useful applications.
The idea is that we can consider IF-THEN rules in which fuzzy quantities are involved.


== See also ==
== See also ==
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* [[Pattern recognition]]
* [[Pattern recognition]]
* [[Rough set]]
* [[Rough set]]
* [[Soft-computing]]
* [[Soft-computing]][[Category:Suggestion Bot Tag]]
 
 
[[category:CZ Live]]
[[category:Computers Workgroup]]
[[category:Mathematics Workgroup]]
[[category:Philosophy Workgroup]]

Latest revision as of 16:00, 19 August 2024

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Fuzzy control is the main success of fuzzy set theory and it is devoted to useful applications. The idea is that we can consider IF-THEN rules in which fuzzy quantities are involved.

See also

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