Multi Stability of Pseudo Stochastic Tri–Additive Fuzzy Operator Inequalities in MVFC– \(\diamond \) –Algebras

In this chapter, we study the multi stability of the following pseudo stochastic tri–additive \(\varUpsilon \) –fuzzy operator inequality [1] in MVFB–algebras by the fixed point method. where \(0\ne \varUpsilon \in \mathbb {C}\) is fixed with \(|\varUpsilon |<1\) , \( \leftthreetimes \in \pitchfork \) and \( \mathcal {T}>0. \) In addition, we study the multi stability of permuting tri–homomorphisms and permuting tri–derivations in MVFB–algebras and unital MVFC– \(\diamond \) –algebras associated with the tri–additive \(\varUpsilon \) –fuzzy operator inequality (16.1).