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
AbstractIn this paper, we show that quantum logic of linear subspaces can be used for recognition of...
This paper surveys some of the recent results that have been ob-tained in fuzzy quantum probability ...
AbstractIt appears far more natural and rewarding to consider “fuzziness” spread over the category o...
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, ...
AbstractWe give a representation of observables in fuzzy measurable spaces by random variables and v...
summary:We give a representation of an observable on a fuzzy quantum poset of type II by a pointwise...
Es discuteixen breument algunes consideracions sobre l'aplicació de la Teoria dels Conjunts difusos...
summary:Calculus for observables in a space of functions from an abstract set to the unit interval i...
summary:A degree of probabilistic dependence is introduced in the classical logic using the Frank f...
In the framework of quantum computation with mixed states, we introduce a fuzzy approach to the quan...
summary:Probability on collections of fuzzy sets can be developed as a generalization of the classic...
Within the Hamiltonian framework, the propositions about a classical physical system are described i...
AbstractIn this paper, we show that quantum logic of linear subspaces can be used for recognition of...
This paper surveys some of the recent results that have been ob-tained in fuzzy quantum probability ...
AbstractIt appears far more natural and rewarding to consider “fuzziness” spread over the category o...
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, ...
AbstractWe give a representation of observables in fuzzy measurable spaces by random variables and v...
summary:We give a representation of an observable on a fuzzy quantum poset of type II by a pointwise...
Es discuteixen breument algunes consideracions sobre l'aplicació de la Teoria dels Conjunts difusos...
summary:Calculus for observables in a space of functions from an abstract set to the unit interval i...
summary:A degree of probabilistic dependence is introduced in the classical logic using the Frank f...
In the framework of quantum computation with mixed states, we introduce a fuzzy approach to the quan...
summary:Probability on collections of fuzzy sets can be developed as a generalization of the classic...
Within the Hamiltonian framework, the propositions about a classical physical system are described i...
AbstractIn this paper, we show that quantum logic of linear subspaces can be used for recognition of...
This paper surveys some of the recent results that have been ob-tained in fuzzy quantum probability ...
AbstractIt appears far more natural and rewarding to consider “fuzziness” spread over the category o...
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