This is the second paper of the series of papers dealing with access control problems in
cloud computing by adopting quantum techniques. In this paper we study the application of …

A square root is a unary operation with some special properties. In the paper, we introduce
and study square roots on EMV-algebras. First, the known properties of square roots defined …

The present paper is a sequel to Paoli F, Ledda A, Giuntini R, Freytes H (On some properties
of QMV algebras and^ ′ QMV algebras, submitted). We provide two representation results …

The algebraic theory of quasi-MV algebras, generalizations of MV algebras arising in
quantum computation, is by now rather well-developed. Although it is possible to define …

In the present paper, which is a sequel to 14 and 3, we investigate further the structure
theory of quasi-MV algebras and \sqrt' quasi-MV algebras. In particular: we provide an …

We investigate some properties of two varieties of algebras arising from quantum
computation-quasi-MV algebras and√′ quasi-MV algebras-first introduced in [13],[12] and …

Complex fuzzy logic (CFL) is an emerging topic of research in fuzzy logic. Due to the circle
structured codomain of the complex membership function, algebraic structure (including MV …

The logic of distributive bilattices, an offshoot of Belnap and Dunn's four-valued logic, is
presented as an appropriate logic for deductive reasoning in situations where (a) sentences …

In the present paper, which is a sequel to [20, 4, 12], we investigate further the structure
theory of quasi-MV algebras and√ quasi-MV algebras. In particular: we provide a new …

Many authors have mentioned the similarity between quantum logic and fuzzy logic. In this
paper, we show that, in spite of this similarity, these logics are not identical. Specifically, we …