μ-Charts are a way of specifying reactive systems, i.e. systems which are in some environment to which they have to react, based on the well-established formalism Statecharts. This paper gives (very abbreviated) examples of translating μ-charts to Z, which is itself a well-established language for specifying computational systems with tried and tested methods and support tools which guide its effective use in systems development. We undertake this translation in order that investigation of the modelled system can be performed before expensive and lengthy implementation is considered. We also present an extension of the μ-charts and the related Z to deal with a simple command language, local variables and integer-valued signals
International audienceThe languages for modeling reactive systems are of different styles, like the ...
We introduce a pattern language for using formal methods in computer system engineering. We focus o...
wecstuberlinde Abstract In this report we describe an approach that integrates a mathematical spec...
μ-Charts are a way of specifying reactive systems, i.e. systems which are in some environment to whi...
μ-Charts is a language for specifying the behaviour of reactive systems. The language is a simplifie...
This paper describes extensions and modifications to the µ-charts as given in earlier papers of Phil...
μ-Charts are a Statechart-like language which is designed for specifying reactive systems. This pape...
. We describe how Z can be combined with dynamic modelling techniques such as Statecharts and tempo...
Abstract The objective of this work is to combine the advantages of statecharts and Z for the devel...
In this paper we show, by a series of examples, how the µ-chart formalism can be translated into Z. ...
In this paper we present Casl-Chart a formal visual specification language for reactive systems obta...
This document is a reduced version of Working paper 04/2004 Abstract. µ-Charts is a language for spe...
The languages for modeling reactive systems can be divided in two styles: the imperative, state-base...
This paper presents an idiomatic construct for µ-charts which reflects the high-level specification ...
The Z notation is a formal specification language used for describing and mod-elling computing syste...
International audienceThe languages for modeling reactive systems are of different styles, like the ...
We introduce a pattern language for using formal methods in computer system engineering. We focus o...
wecstuberlinde Abstract In this report we describe an approach that integrates a mathematical spec...
μ-Charts are a way of specifying reactive systems, i.e. systems which are in some environment to whi...
μ-Charts is a language for specifying the behaviour of reactive systems. The language is a simplifie...
This paper describes extensions and modifications to the µ-charts as given in earlier papers of Phil...
μ-Charts are a Statechart-like language which is designed for specifying reactive systems. This pape...
. We describe how Z can be combined with dynamic modelling techniques such as Statecharts and tempo...
Abstract The objective of this work is to combine the advantages of statecharts and Z for the devel...
In this paper we show, by a series of examples, how the µ-chart formalism can be translated into Z. ...
In this paper we present Casl-Chart a formal visual specification language for reactive systems obta...
This document is a reduced version of Working paper 04/2004 Abstract. µ-Charts is a language for spe...
The languages for modeling reactive systems can be divided in two styles: the imperative, state-base...
This paper presents an idiomatic construct for µ-charts which reflects the high-level specification ...
The Z notation is a formal specification language used for describing and mod-elling computing syste...
International audienceThe languages for modeling reactive systems are of different styles, like the ...
We introduce a pattern language for using formal methods in computer system engineering. We focus o...
wecstuberlinde Abstract In this report we describe an approach that integrates a mathematical spec...