2006 8th International Workshop on Discrete Event Systems 2006
DOI: 10.1109/wodes.2006.382401
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Supremica - An integrated environment for verification, synthesis and simulation of discrete event systems

Abstract: An integrated environment, Supremica, for verification, synthesis and simulation of discrete event systems is presented. The basic model in Supremica is finite automata where the transitions have an associated event together with a guard condition and an action function that updates automata variables. Supremica uses two main approaches to handle large state-spaces. The first approach exploits modularity in order to divide the original problem into many smaller problems that together solve the original problem… Show more

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Cited by 169 publications
(127 citation statements)
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“…It guarantees that the supervisors are 'controllable' and 'deadlock-free'. In addition, the supervisors can be subjected to a range of formal analysis tools (Akesson et al 2006;Reiser et al 2006;Rudie 2006;Feng and Wonham 2006).…”
Section: Discussionmentioning
confidence: 99%
“…It guarantees that the supervisors are 'controllable' and 'deadlock-free'. In addition, the supervisors can be subjected to a range of formal analysis tools (Akesson et al 2006;Reiser et al 2006;Rudie 2006;Feng and Wonham 2006).…”
Section: Discussionmentioning
confidence: 99%
“…This section describes the compositional nonblocking verification algorithm as it is implemented in the discrete event systems tool Waters/Supremica [28], which is freely available for download [29]. The presentation starts with a basic algorithm in Section 5.1, which is gradually improved in the following sections by adding special events and other techniques.…”
Section: Compositional Nonblocking Verification Algorithmmentioning
confidence: 99%
“…We conclude our discussion on the key concepts and elements that underlie the current theory on the problem of deadlock avoidance in sequential RAS and the corresponding literature, by noting that the computation of the RAS state space and of an FSA-based representation of the maximally permissive DAP can be facilitated by a number of computational tools that have been developed by the research community of DES SC theory: DESUMA [57], SUPREMICA [1], and TCT [17] are some of them. Yet, it is well-recognized in the field that the enumeration and the representation of the underlying state space suffer from scalability issues even when symbolic techniques are employed to encode the automaton transition function [20,60].…”
Section: Dealing With the Np-hardness Of The Maximally Permissive Dapmentioning
confidence: 99%
“…1 Recognizing that, in the considered operational context, deadlock essentially arises from the impertinent allocation of the finite system resources to the jobs that are contesting for their acquisition, 2 we shall formulate and study the problem through the abstracting notion of the resource allocation system (RAS) [54]. This is a concept that captures all the relevant behavioral aspects of a flexibly automated manufacturing system, and at the same time, it enables the generalization and extension of the derived results to many other operational domains that share similar resource allocation problems.…”
Section: Introductionmentioning
confidence: 99%