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A Model Driven Approach to the Analysis of Timeliness Properties

机译:模型驱动的时效性分析方法

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The need for a design language that is rigorous but accessible and intuitive is often at odds with the formal and mathematical nature of languages used for analysis. UML and Petri Nets are a good example of this dichotomy. UML is a widely accepted modelling language capable of modelling the structural and behavioural aspects of a system. However UML lacks the mathematical foundation that is required for rigorous analysis. Petri Nets on the other hand have a strong mathematical base that is well suited for analysis of a system but lacks the appeal and ease-of-use of UML. Design in UML languages such as Sequence Diagrams and analysis in Petri Nets require on one hand some expertise in potentially two incompatible systems and their tools, and on the other a seamless transition from one system to the other. One way of addressing this impediment is to focus the software development mainly on the design language system and to facilitate the transition to the formal analysis by means of a combination of automation and tool support. The aim of this paper is to present a transformation system, which takes UML Sequence Diagrams augmented with time constraints and generates semantically equivalent Petri Nets that preserve the timing requirements. A case study on a small network is used in order to illustrate the proposed approach and in particular the design, the transformation and the analysis processes.
机译:对严格但可访问和直观的设计语言的需求通常与用于分析的语言的形式和数学性质不一致。 UML和Petri Nets是这种二分法的一个很好的例子。 UML是一种广泛接受的建模语言,能够对系统的结构和行为方面进行建模。但是,UML缺乏严格分析所需的数学基础。另一方面,Petri Nets具有强大的数学基础,非常适合系统分析,但缺乏UML的吸引力和易用性。用UML语言进行设计,例如序列图和Petri Nets中的分析,一方面需要在两个可能不兼容的系统及其工具方面的专业知识,另一方面需要从一个系统到另一个系统的无缝过渡。解决此问题的一种方法是将软件开发主要集中在设计语言系统上,并通过结合自动化和工具支持来促进向形式分析的过渡。本文的目的是提出一种转换系统,该系统采用带有时间约束的UML序列图,并生成在语义上等效的Petri Nets,以保留时序要求。为了说明所建议的方法,特别是设计,转换和分析过程,使用了一个小型网络的案例研究。

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