Toward a Formal Multiscale Architectural Framework for Emerging Properties Analysis in Systems of Systems

Laurent Bobelin, K. Drira, Cédric Eichler
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引用次数: 1

Abstract

Systems of systems (SoSs) are composed of multiple operationally and managerially independent systems whose cooperation may lead to the apparition of emergent behaviors. Analysis of constituents and emergent properties is a cornerstone of SoSs. However, systems constituting a SoS may be arbitrarily complex. Therefore, precise modeling of SoSs may produce an enormous amount of information. Analyzing and modeling SoSs is thus a difficult task: how to conciliate complexity and provability of existence/absence of (emergent) properties ? Multiscale architecture modeling is appropriate for handling the inherent complexity of SoSs. Multiscale modeling enables to look at a problem simultaneously from different scales and different levels of detail. It takes advantage of data available at distinct scales, accordingly managing the complexity of behavior involved. Existing works regarding multiscale software architecture often specify a set of fixed views with loose definition of scales and scale dimensions, dramatically restricting scales usage. Furthermore, specification of scale changes have been mildly studied and are often handled as simple refinements. Yet, an adequate representation of model transformations is a key-factor for enabling system analysis. In this paper, we firstly present the formal definition of two scale dimensions: extend and grain. Extend allows to flexibly consider various subsystems, while grain specify different level of details. We formally define scale changes in this context and study their impact on system (emergent) properties.
面向系统的系统中新兴属性分析的正式多尺度架构框架
系统的系统(SoSs)是由多个操作和管理上独立的系统组成的,这些系统的合作可能导致紧急行为的出现。成分和涌现特性的分析是社会责任系统的基石。然而,构成SoS的系统可能是任意复杂的。因此,对sos的精确建模可能会产生大量的信息。因此,分析和建模sos是一项艰巨的任务:如何协调(紧急)属性的存在/不存在的复杂性和可证明性?多尺度体系结构建模适合于处理soa固有的复杂性。多尺度建模可以同时从不同的尺度和不同的细节层次来看待一个问题。它利用不同规模的可用数据,相应地管理所涉及的行为的复杂性。现有的关于多尺度软件体系结构的工作通常指定一组固定的视图,对尺度和尺度的定义很松散,极大地限制了尺度的使用。此外,尺度变化的规范也得到了适度的研究,通常作为简单的细化处理。然而,模型转换的充分表示是启用系统分析的关键因素。本文首先给出了两个尺度的形式化定义:延伸和颗粒。Extend允许灵活地考虑各个子系统,同时细化不同层次的细节。在这种情况下,我们正式定义了尺度变化,并研究了它们对系统(涌现)属性的影响。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
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