Within the infinitary variety of σ-complete Riesz MV-algebras RMVσ, we introduce the algebraic analogue of a random variable as a homomorphism defined on the free algebra in RMVσ. After a preliminary study of the proposed notion, we use it to define stochastic processes in the framework of non-classical logic (Łukasiewicz logic, more precisely) and we define stochastic independence
Abstract. We introduce the notion of a random partition of the sto-chastic interval [τ0, τ∞] as an a...
conditional independence relation. Stochastic realization problems are motivated by control and sign...
Le;vy processes form a wide and rich class of random process, and have many applications ranging fro...
Within the infinitary variety of σ-complete Riesz MV-algebras RMVσ, we introduce the algebraic analo...
Within the infinitary variety of σ-complete Riesz MV-algebras RMVσ, we introduce the algebraic analo...
Within the infinitary variety of σ-complete Riesz MV-algebras RMVσ, we introduce the algebraic analo...
Within the infinitary variety of σ-complete Riesz MV-algebras RMVσ, we introduce the algebraic analo...
As a first part of a rigorous mathematical theory of non-commutative probability we present, startin...
We propose a notion of stochastic independence for probability MV-algebras, addressing an open probl...
We propose a notion of stochastic independence for probability MV-algebras, addressing an open probl...
We propose a notion of stochastic independence for probability MV-algebras, addressing an open probl...
We propose a notion of stochastic independence for probability MV-algebras, addressing an open probl...
We propose a notion of stochastic independence for probability MV-algebras, addressing an open probl...
We propose a notion of stochastic independence for probability MV-algebras, addressing an open probl...
We introduce a framework to study stochastic systems, i.e. systems in which the time of occurrence o...
Abstract. We introduce the notion of a random partition of the sto-chastic interval [τ0, τ∞] as an a...
conditional independence relation. Stochastic realization problems are motivated by control and sign...
Le;vy processes form a wide and rich class of random process, and have many applications ranging fro...
Within the infinitary variety of σ-complete Riesz MV-algebras RMVσ, we introduce the algebraic analo...
Within the infinitary variety of σ-complete Riesz MV-algebras RMVσ, we introduce the algebraic analo...
Within the infinitary variety of σ-complete Riesz MV-algebras RMVσ, we introduce the algebraic analo...
Within the infinitary variety of σ-complete Riesz MV-algebras RMVσ, we introduce the algebraic analo...
As a first part of a rigorous mathematical theory of non-commutative probability we present, startin...
We propose a notion of stochastic independence for probability MV-algebras, addressing an open probl...
We propose a notion of stochastic independence for probability MV-algebras, addressing an open probl...
We propose a notion of stochastic independence for probability MV-algebras, addressing an open probl...
We propose a notion of stochastic independence for probability MV-algebras, addressing an open probl...
We propose a notion of stochastic independence for probability MV-algebras, addressing an open probl...
We propose a notion of stochastic independence for probability MV-algebras, addressing an open probl...
We introduce a framework to study stochastic systems, i.e. systems in which the time of occurrence o...
Abstract. We introduce the notion of a random partition of the sto-chastic interval [τ0, τ∞] as an a...
conditional independence relation. Stochastic realization problems are motivated by control and sign...
Le;vy processes form a wide and rich class of random process, and have many applications ranging fro...