2008 9th International Workshop on Discrete Event Systems 2008
DOI: 10.1109/wodes.2008.4605943
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Algebraic synthesis of transition conditions of a state model

Abstract: Abstract-The synthesis method presented in this paper has been developed to automatically design logic controllers. In this paper, we show how to use this approach in the specific case where a designer must derive a particular controller from a generic model. The instantiation of the model is completely achieved by an algebraic synthesis. To illustrate the approach, the example of a water supply system is used and the generic model of the controller is given under the form of a Sequential Function Chart (SFC).

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Cited by 7 publications
(7 citation statements)
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“…In a previous paper (Hietter et al (2008a)), a theorem allowing the proof of consistency of the set of requirements has been proposed. In this paper, we show that if inconsistencies are detected, the conditions of these inconsistencies can be given to the designer.…”
Section: Overview Of Our Methodsmentioning
confidence: 99%
“…In a previous paper (Hietter et al (2008a)), a theorem allowing the proof of consistency of the set of requirements has been proposed. In this paper, we show that if inconsistencies are detected, the conditions of these inconsistencies can be given to the designer.…”
Section: Overview Of Our Methodsmentioning
confidence: 99%
“…One possibility is to encapsulate in the system, a predicate solver, that either asks an external user to make a choice amongst the possible solutions or that itself performs a random choices amongst them. Following a method similar to the one described in [21,32], another possibility is to derive from the controller a set of functions F c i that depends on S, X c , X u and some fresh phantom variables φ i , one for each controllable variables, namely:…”
Section: Discrete Controller Synthesismentioning
confidence: 99%
“…One possibility is to encapsulate in the system, a predicate solver, that either asks an external user to make a choice amongst the possible solutions or that itself performed a random choices amongst them. Following a method similar to the one described in [13], another possibility is to derive from the controller a set of functions F c i that depends on X, X c , Y uc and some fresh phantom variables φi, one for each controllable variables, namely:…”
Section: Contracts Enforcementmentioning
confidence: 99%