Remarks on the Classical Probability of Bifuzzy Events
p. 190-196
Résumé
The present paper discusses the conception of the cardinality of a bifuzzy set in two versions - as a real number and as a bifuzzy set. The notions introduced here serve one to calculate the probability of a bifuzzy event defined in a finite space of elementary events and are a generalization of Laplace's approach in the Kolmogorov probability calculus. The paper refers to works of Gerstenkorn and Manko (1998) and Mańko (1998) and Mańko (1992) and is illustrated by an example.
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Référence papier
Tadeusz Gerstenkorn et Jacek Mańko, « Remarks on the Classical Probability of Bifuzzy Events », CASYS, 8 | 2001, 190-196.
Référence électronique
Tadeusz Gerstenkorn et Jacek Mańko, « Remarks on the Classical Probability of Bifuzzy Events », CASYS [En ligne], 8 | 2001, mis en ligne le 11 July 2024, consulté le 20 September 2024. URL : http://popups.lib.uliege.be/1373-5411/index.php?id=1358
Auteurs
Tadeusz Gerstenkorn
Łódź University, Faculty of Mathematics, ul. S. Banacha 22, Pl 90-238 Łódź,Poland
Jacek Mańko
Łódź University, Faculty of Mathematics, ul. S. Banacha 22, Pl 90-238 Łódź,Poland