AbstractWe study factorization problems for Markov operators between probability spaces. The factorable operators are shown to be a σ-weakly closed cone, and examples of non-factorable operators are constructed using C∗-algebraic methods. These ideas are applied to the study of OS-positive processes in discrete time, and some examples of OS-positive processes are constructed which cannot be extended to Markov processes
AbstractWe describe and investigate a class of Markovian models based on a form of “dynamic occupanc...
This paper surveys and relates the basic concepts of process algebra and the modelling of continuous...
In this survey paper we report some recent results concerning some classes of differential operators...
AbstractThe problem of factoring positive operators into an “outer” factor and its adjoint has been ...
In this study, we consider general Markov chains (MC) defined by a transition probability (kernel) t...
We consider weak lumpability of general finite homogeneous Markov chains evolving in discrete time, ...
This volume is devoted to a thorough and accessible exposition on the functional analytic approach t...
This volume is devoted to a thorough and accessible exposition on the functional analytic approach t...
The subject of this thesis, ‘Approach to Markov Operators on Spaces of Measures by Means of Equicont...
AbstractWe investigate Markov chains that are characterized by properties of their Markov semigroup....
We consider weak lumpability of denumerable discrete or continuous time Markov chains. Firstly, we a...
The article describes a new formal approach to model discrete stochastic processes, called observabl...
We investigate the characteristic operator, equations for resolvent and potential of multiplicative ...
This paper surveys and relates the basic concepts of process algebra and the modelling of continuous...
In this paper we introduce a new class of labeled transition systems - Labeled Markov Processes - an...
AbstractWe describe and investigate a class of Markovian models based on a form of “dynamic occupanc...
This paper surveys and relates the basic concepts of process algebra and the modelling of continuous...
In this survey paper we report some recent results concerning some classes of differential operators...
AbstractThe problem of factoring positive operators into an “outer” factor and its adjoint has been ...
In this study, we consider general Markov chains (MC) defined by a transition probability (kernel) t...
We consider weak lumpability of general finite homogeneous Markov chains evolving in discrete time, ...
This volume is devoted to a thorough and accessible exposition on the functional analytic approach t...
This volume is devoted to a thorough and accessible exposition on the functional analytic approach t...
The subject of this thesis, ‘Approach to Markov Operators on Spaces of Measures by Means of Equicont...
AbstractWe investigate Markov chains that are characterized by properties of their Markov semigroup....
We consider weak lumpability of denumerable discrete or continuous time Markov chains. Firstly, we a...
The article describes a new formal approach to model discrete stochastic processes, called observabl...
We investigate the characteristic operator, equations for resolvent and potential of multiplicative ...
This paper surveys and relates the basic concepts of process algebra and the modelling of continuous...
In this paper we introduce a new class of labeled transition systems - Labeled Markov Processes - an...
AbstractWe describe and investigate a class of Markovian models based on a form of “dynamic occupanc...
This paper surveys and relates the basic concepts of process algebra and the modelling of continuous...
In this survey paper we report some recent results concerning some classes of differential operators...
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