Representation of quantum logics by families of fuzzy sets allows to build fuzzy set‐theoretic models of quantum probability spaces in a way fully analogous to the Kolmogorov construction of a classical probability space. Therefore, quantum probability calculus on the one hand may be seen as a special kind of fuzzy probability calculi, and on the other hand it proves to be more similar to the classical probability calculus than it is generally believed.

Related Organizations

University of Gdańsk
Poland

Keywords

quantum probability, fuzzy probability, quantum logic

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