We propose the model of discrete-time probabilistic reward graphs (DTPRGs) for performance analysis of systems exhibiting discrete deterministic time delays and probabilistic behavior, via their interpretation as discrete-time Markov reward chains, full-fledged platform for qualitative and quantitative analysis of timed systems based on the modeling language chi. The extension proposed in this paper is based on timed branching bisimulation reduction followed by a tailored inclusion of probabilities and rewards. The approach is applied in an industrial case study of a turntable drill. The resulting performance measures are shown to be comparable to those obtained by existent methods of the chi environment, viz. simulation and continuous-time...
Rewarded homogeneous continuous-time Markov chain (CTMC) models can be used to analyze performance, ...
Composite performance and dependability analysis is gaining importance in the design of complex, fau...
We present a process algebra with conditionally distributed discrete-time delays and generally-distr...
We propose the model of discrete-time probabilistic reward graphs (DTPRGs) for performance analysis ...
Abstract—We propose the model of discrete-time probabilistic reward graphs (DTPRGs) for performance ...
We present a process-algebraic framework for performance evaluation of discrete-time discrete-event ...
systems, formal specification. In this paper we develop a probabilistic real-time calculus for perfo...
This paper presents a model-checking approach for analyzing discrete-time Markov reward models. For ...
Markov chains (and their extensions with rewards) have been widely used to determine performance, de...
This paper describes efficient procedures for model checking Markov reward models, that allow us to ...
Abstract—Rewarded homogeneous continuous-time Markov chain (CTMC) models can be used to analyze perf...
Today many formalisms exist for specifying complex Markov chains. In contrast, formalisms for specif...
In this paper, we propose a framework to analyze Markov reward models, which are commonly used in sy...
Rewarded homogeneous continuous-time Markov chain (CTMC) models can be used to analyze performance, ...
Composite performance and dependability analysis is gaining importance in the design of complex, fau...
We present a process algebra with conditionally distributed discrete-time delays and generally-distr...
We propose the model of discrete-time probabilistic reward graphs (DTPRGs) for performance analysis ...
Abstract—We propose the model of discrete-time probabilistic reward graphs (DTPRGs) for performance ...
We present a process-algebraic framework for performance evaluation of discrete-time discrete-event ...
systems, formal specification. In this paper we develop a probabilistic real-time calculus for perfo...
This paper presents a model-checking approach for analyzing discrete-time Markov reward models. For ...
Markov chains (and their extensions with rewards) have been widely used to determine performance, de...
This paper describes efficient procedures for model checking Markov reward models, that allow us to ...
Abstract—Rewarded homogeneous continuous-time Markov chain (CTMC) models can be used to analyze perf...
Today many formalisms exist for specifying complex Markov chains. In contrast, formalisms for specif...
In this paper, we propose a framework to analyze Markov reward models, which are commonly used in sy...
Rewarded homogeneous continuous-time Markov chain (CTMC) models can be used to analyze performance, ...
Composite performance and dependability analysis is gaining importance in the design of complex, fau...
We present a process algebra with conditionally distributed discrete-time delays and generally-distr...