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2018•EPiC series in computingOpen access

Unifying Equivalences for Timed Transition Systems

Irina Virbitskaite, Nataliya Gribovskaya, Eike Best

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Abstract

Timed transition systems are a widely studied model for real-time systems. The intention of the paper is to show how several categorical (open maps, path-bisimilarity and coalgebraic) approaches to an abstract characterization of bisimulation relate to each other and to the numerous suggested behavioral equivalences of linear time -- branching time spectrum, in the setting of timed transition systems.

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What this paper is about

Timed transition systems are a widely studied model for real-time systems. The intention of the paper is to show how several categorical (open maps, path-bisimilarity and coalgebraic) approaches to an abstract characterization of bisimulation relate to each other and to the numerous suggested behavioral equivalences of linear time -- branching time spectrum, in the setting of timed transition systems.

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Available abstract

Timed transition systems are a widely studied model for real-time systems. The intention of the paper is to show how several categorical (open maps, path-bisimilarity and coalgebraic) approaches to an abstract characterization of bisimulation relate to each other and to the numerous suggested behavioral equivalences of linear time -- branching time spectrum, in the setting of timed transition systems.

Key concepts: Bisimulation, Transition system, Computer science, Categorical variable, Transition (genetics), Theoretical computer science, Branching (polymer chemistry), Path (computing)

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