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Content available remote Stop-transitions of Petri Nets
EN
A transition t stops a place/transition Petri net if each reachable marking of the net enables only finite occurrence sequences without occurrences of t (i.e., every infinite occurrence sequence enabled at this marking contains occurrences of t ). Roughly speaking, when t is stopped then all transitions of the net stop eventually. This contribution shows how to identify stop-transitions of unbounded nets using the coverability graph. Furthermore, the developed technique is adapted to a more general question considering a set of stop-transitions and focussing on a certain part of the net to be stopped. Finally, an implementation of the developed algorithm is presented.
EN
RTCP-nets are high level Petri nets similar to timed colored Petri nets, but with different time model and some structural restrictions. The paper deals with practical aspects of using RTCP-nets for modeling and verification of real-time systems. It contains a survey of software tools developed to support RTCP-nets. Verification of RTCP-nets is based on coverability graphs which represent the set of reachable states in the form of directed graph. Two approaches to verification of RTCP-nets are considered in the paper. The former one is oriented towards states and is based on translation of a coverability graph into nuXmv (NuSMV) finite state model. The later approach is oriented towards transitions and uses the CADP toolkit to check whether requirements given as μ-calculus formulae hold for a given coverability graph. All presented concepts are discussed using illustrative examples.
3
Content available remote Analysis of RTCP-nets with Reachability Graphs
EN
RTCP-nets are a subclass of timed coloured Petri nets defined for modelling and analysis of embedded real-time systems. One of the main advantages of strongly bounded RTCP-nets is a possibility to present the set of reachable states of an RTCP-net using a finite reachability and/or coverability graph. These graphs can be used to verify most of the net's properties, including the timing ones. The paper discusses analysis methods based on these graphs. A formal definition of RTCP-nets and a survey of their properties are also presented in the paper.
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