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Invariant intuitionistic fuzzy observables
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The aim of this contribution is showed that a sequence of Cesaro means of intuitionistic fuzzy observables has an invariant limit m-almost everywhere, where m is an intuitionistic fuzzy state. We proved that this limit is an invariant intuitionistic fuzzy observable for a special type of intuitionistic fuzzy observables called P-intuitionistic fuzzy observables. We formulated the modification of the Individual Ergodic Theorem for this case of intuitionistic fuzzy observables.
Prof. Marin Drinov Publishing House of BAS (Bulgarian Academy of Sciences)
Title: Invariant intuitionistic fuzzy observables
Description:
The aim of this contribution is showed that a sequence of Cesaro means of intuitionistic fuzzy observables has an invariant limit m-almost everywhere, where m is an intuitionistic fuzzy state.
We proved that this limit is an invariant intuitionistic fuzzy observable for a special type of intuitionistic fuzzy observables called P-intuitionistic fuzzy observables.
We formulated the modification of the Individual Ergodic Theorem for this case of intuitionistic fuzzy observables.
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