AbstractThe notion of state in an MV-algebra generalizes the notion of finitely additive measure on a boolean algebra. In this paper the conditioning of a state by a Łukasiewicz event is examined, with particular attention to Ulam game
summary:Probability on collections of fuzzy sets can be developed as a generalization of the classic...
In the frames of quantum structures, states are a very important notion that model probability on an...
We enlarge the language of R@?-monoids, which are a non-commutative generalizations of both MV algeb...
AbstractThe notion of state in an MV-algebra generalizes the notion of finitely additive measure on ...
AbstractWe define a concept of probability on an n-valued Lukasiewicz-Moisilalgebra and we present s...
AbstractIn this paper we enlarge the language of MV-algebras by a unary operation σ equationally des...
AbstractIn [4,5] the authors introduced the variety SMV of MV-algebras with an internal operator, st...
summary:In this paper we construct conditional states on semi-simple MV-algebras. We show that these...
In the frames of quantum structures, states are a very important notion that model probability on an...
AbstractBounded commutative Rℓ-monoids generalize BL-algebras (and consequently MV-algebras). Nevert...
The deep relation between states of an MV-algebra M and betting on the continuous-valued events defi...
We introduce the logics E(G) for reasoning about probabilistic expectation over classes G of games w...
Possibility and necessity measures are commonly defined over Boolean algebras. This work considers a...
AbstractWe generalize the familiar semantics for probabilistic computation tree logic from finite-st...
The paper introduces the notion of state for involutive bisemilattices, a variety which plays the ro...
summary:Probability on collections of fuzzy sets can be developed as a generalization of the classic...
In the frames of quantum structures, states are a very important notion that model probability on an...
We enlarge the language of R@?-monoids, which are a non-commutative generalizations of both MV algeb...
AbstractThe notion of state in an MV-algebra generalizes the notion of finitely additive measure on ...
AbstractWe define a concept of probability on an n-valued Lukasiewicz-Moisilalgebra and we present s...
AbstractIn this paper we enlarge the language of MV-algebras by a unary operation σ equationally des...
AbstractIn [4,5] the authors introduced the variety SMV of MV-algebras with an internal operator, st...
summary:In this paper we construct conditional states on semi-simple MV-algebras. We show that these...
In the frames of quantum structures, states are a very important notion that model probability on an...
AbstractBounded commutative Rℓ-monoids generalize BL-algebras (and consequently MV-algebras). Nevert...
The deep relation between states of an MV-algebra M and betting on the continuous-valued events defi...
We introduce the logics E(G) for reasoning about probabilistic expectation over classes G of games w...
Possibility and necessity measures are commonly defined over Boolean algebras. This work considers a...
AbstractWe generalize the familiar semantics for probabilistic computation tree logic from finite-st...
The paper introduces the notion of state for involutive bisemilattices, a variety which plays the ro...
summary:Probability on collections of fuzzy sets can be developed as a generalization of the classic...
In the frames of quantum structures, states are a very important notion that model probability on an...
We enlarge the language of R@?-monoids, which are a non-commutative generalizations of both MV algeb...
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