DOIAbstract
summary:The paper deals with a new mathematical model for quantum mechanics based on the fuzzy set theory [1]. The indefinite integral of observables is defined and some basic properties of the integral are examined
summary:The paper deals with a new mathematical model for quantum mechanics based on the fuzzy set theory [1]. The indefinite integral of observables is defined and some basic properties of the integral are examined
AbstractBanach space valued fuzzy random variables on a complete σ-finite measure space (Ω, F, μ) ar...
International audienceWe propose a matrix model for two- and many-valued logic using families of obs...
AbstractA general framework for a theory is presented that encompasses both statistical uncertainty,...
summary:The paper deals with a new mathematical model for quantum mechanics based on the fuzzy set t...
summary:We introduce the sum of observables in fuzzy quantum spaces which generalize the Kolmogorov ...
summary:We introduce a fuzzy equality for $F$-observables on an $F$-quantum space which enables us t...
summary:It is well known that the fuzzy sets theory can be successfully used in quantum models ([5, ...
AbstractIt appears far more natural and rewarding to consider “fuzziness” spread over the category o...
summary:A degree of probabilistic dependence is introduced in the classical logic using the Frank f...
Es discuteixen breument algunes consideracions sobre l'aplicació de la Teoria delsConjunts difusos a...
Measure and integration theory is a well established field of mathematics that is over a hundred yea...
This paper surveys some of the recent results that have been ob-tained in fuzzy quantum probability ...
Abstract- Uncertainty principle is one of the important bases of the quantum theory. Major concept o...
Consiglio Nazionale delle Ricerche - Biblioteca Centrale - P.le Aldo Moro, 7 , Rome / CNR - Consigli...
We develop the formalism of quantum mechanics on three-dimensional fuzzy space and solve the Schrodi...
AbstractBanach space valued fuzzy random variables on a complete σ-finite measure space (Ω, F, μ) ar...
International audienceWe propose a matrix model for two- and many-valued logic using families of obs...
AbstractA general framework for a theory is presented that encompasses both statistical uncertainty,...
summary:The paper deals with a new mathematical model for quantum mechanics based on the fuzzy set t...
summary:We introduce the sum of observables in fuzzy quantum spaces which generalize the Kolmogorov ...
summary:We introduce a fuzzy equality for $F$-observables on an $F$-quantum space which enables us t...
summary:It is well known that the fuzzy sets theory can be successfully used in quantum models ([5, ...
AbstractIt appears far more natural and rewarding to consider “fuzziness” spread over the category o...
summary:A degree of probabilistic dependence is introduced in the classical logic using the Frank f...
Es discuteixen breument algunes consideracions sobre l'aplicació de la Teoria delsConjunts difusos a...
Measure and integration theory is a well established field of mathematics that is over a hundred yea...
This paper surveys some of the recent results that have been ob-tained in fuzzy quantum probability ...
Abstract- Uncertainty principle is one of the important bases of the quantum theory. Major concept o...
Consiglio Nazionale delle Ricerche - Biblioteca Centrale - P.le Aldo Moro, 7 , Rome / CNR - Consigli...
We develop the formalism of quantum mechanics on three-dimensional fuzzy space and solve the Schrodi...
AbstractBanach space valued fuzzy random variables on a complete σ-finite measure space (Ω, F, μ) ar...
International audienceWe propose a matrix model for two- and many-valued logic using families of obs...
AbstractA general framework for a theory is presented that encompasses both statistical uncertainty,...
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