Almost uniformly convergence on MV-algebra of intuitionistic fuzzy sets

Abstract

The aim of this contribution is to formulate some definitions of almost uniformly convergence for a sequence of observables in the MV-algebra of the intuitionistic fuzzy sets. We define a partial binary operation ⊖ called difference on MV-algebra of intuitionistic fuzzy sets. As an illustration of the use the almost uniformly convergence we prove a variation of Egorov’s theorem for the observables in MV-algebra of intuitionistic fuzzy sets.