Titlebook: Application and Theory of Petri Nets 1996; 17th International C Jonathan Billington,Wolfgang Reisig Conference proceedings 1996 Springer-Ve

鼓掌

眨眼

抛射物

Reduced state space representation for unbounded vector state spaces, as a model for generating vector state spaces, and the state space is represented in the form of semilinear subsets of vectors. By combining the partial order methods with the proposed algorithm, we can compute reduced state spaces which preserve some important properties, such as liveness of each

条街道往前推

Modelling and analysis of distributed program execution in BETA using coloured Petri Nets, may invoke a remote object, i.e., an object hosted by another computer. In this project, the formalism of Coloured Petri Nets (CP-nets or CPN) is used to describe and analyse the protocol for remote object invocation. In the first place, we build a model in order to describe, understand, and improv

Multiple

Reachability analysis based on structured representations, (MC) based performance analysis. In the context of MCs, structured representations of state transition matrices using tensor (Kronecker) algebra have been successfully employed to handle the impact of the state space explosion problem. In this paper such structured representations give rise to a ne

商议

Arc-typed Petri Nets,ver to a process of the net. Therefore, there are different types of causalities in a . of an arc-typed net..Arc-typed nets have informally been used for modelling and verifying consistency protocols. It turned out that arc-typed nets provide an adequate level of abstraction for these kind of applic

Microgram

The SEA Language for system engineering and animation, the semantics of graphical system specifications. These nets are also used as a basis for simulating/animating system specifications. The SEA Language allows to easily incorporate several user defined or standardized graphical symbols and their behaviour. Via this approach a unified semantic basis

Resistance

FAR

Abrade

Application and Theory of Petri Nets 1996978-3-540-68505-0Series ISSN 0302-9743 Series E-ISSN 1611-3349