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On Modelling Communication in Ubiquitous Computing Systems using Algebraic Higher Order Nets

机译:基于代数高阶网络的无处不在计算系统中的通信建模

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Ubiquitous computing systems (UCSs) are designed to participate almostimperceptibly in everyday life. To ensure a solid operation, a UCS heavily depends on a reliable and efficient communication between its distributed computing components. Moreover components can join and leave the system at any time.In order to guarantee high quality systems, the use of models is inevitable especiallyat an early stage of the development process where models are the only possibilityto address a system which does not yet exist in reality. Petri nets and graph transformationsystems are established, theoretically well-founded concepts for modellingand analysing complex systems.This paper presents a formal approach for modelling core aspects of the communicationin UCSs by using Algebraic Higher Order Nets with Individual Tokens andgraph transformation. The approach is suitable to cover the different aspects ofcommunication and enables the analysis of specific properties. The approach and itssuitability are illustrated based on a running example. The feasibility of embeddingthe approach in a broader context of modelling is demonstrated in applying it to areal world system: the Living Place Hamburg.
机译:普适计算系统(UCS)旨在几乎无意识地参与日常生活。为了确保稳定运行,UCS严重依赖于其分布式计算组件之间的可靠和高效的通信。此外,组件可以随时加入和退出系统。为了保证高质量的系统,不可避免地要使用模型,尤其是在开发过程的早期阶段,其中模型是解决实际尚不存在的系统的唯一可能性。建立了Petri网和图变换系统,为复杂系统的建模和分析提供了理论基础良好的概念。本文提出了一种通过使用带单个标记的代数高阶网和图变换来建模UCS通信核心方面的正式方法。该方法适用于涵盖通信的不同方面,并能够分析特定属性。基于运行示例说明了该方法及其适用性。将这种方法应用于更广泛的建模环境的可行性已通过将其应用到区域世界系统:汉堡生活场所中得到证明。

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