Embedding of level continuous fuzzy sets and applications
Marko Rojas-Medar, Rodney C. Bassanezi, Heriberto Román-Flores
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Agradecimentos: Research partially supported by the "Direccion de investigación y Desarrollo de la Universidad de Tarapacá, through Project 4731-92
Abstract: Puri and Ralescu [10] given, recently, an embedding of the class E of fuzzy sets u with the level application a Lou Lipschitzian on C([0,1] x S1). In this work we extend the above result to the class E of the continuous level applications. Moreover, we prove that E is a complete metric...
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Abstract: Puri and Ralescu [10] given, recently, an embedding of the class E of fuzzy sets u with the level application a Lou Lipschitzian on C([0,1] x S1). In this work we extend the above result to the class E of the continuous level applications. Moreover, we prove that E is a complete metric space while at the E is not, and that E E. Also, we deduce some properties in the fuzzy random variables
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Embedding of level continuous fuzzy sets and applications
Marko Rojas-Medar, Rodney C. Bassanezi, Heriberto Román-Flores
Embedding of level continuous fuzzy sets and applications
Marko Rojas-Medar, Rodney C. Bassanezi, Heriberto Román-Flores
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