Emergent Properties in Reactive Systems

M. Aiguier, P. L. Gall, M. Mabrouki
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引用次数: 4

Abstract

Reactive systems are often described by interconnecting sub-components along architectural connectors defining communication policies. Generally, such global systems may exhibit properties, often called "emergent properties", that cannot be anticipated just from a complete knowledge of components. These emergent properties are twofold: (1) the global system can question properties attached to components; (2) some global properties cannot be inferred only from a complete knowledge of components, but for being inferred, need the knowledge of cooperation mechanisms between components. In practice, properties of the second form combine knowledge inherited from components. Thus, they are often defined in a richer language than the ones associated to each component and the presence of such emergent properties is quite natural. In this paper, we restrict ourselves to reactive systems described by means of transition systems as components and of the usual synchronous product as architectural connector and whose behavior is expressed by logical properties over a modal first-order logic. In this framework, we propose to study complexity of reactive systems through this notion of emergent properties and we will give some conditions to guarantee when a system has not emergent properties of the first form.
反应系统中的紧急属性
响应式系统通常通过沿着定义通信策略的架构连接器互连子组件来描述。一般来说,这样的全局系统可能会表现出一些特性,通常被称为“涌现特性”,这些特性不能仅仅从组件的完整知识中预测出来。这些涌现属性是双重的:(1)全局系统可以质疑附加在组件上的属性;(2)某些全局属性不能仅从组件的完整知识中推断出来,而需要组件之间的协作机制知识才能推断出来。在实践中,第二种形式的属性结合了从组件继承的知识。因此,它们通常是用比与每个组件相关联的语言更丰富的语言定义的,并且这种紧急属性的存在是非常自然的。在本文中,我们将自己限制为响应系统,将转换系统描述为组件,将通常的同步产品描述为架构连接器,其行为由模态一阶逻辑上的逻辑属性表示。在此框架下,我们提出用涌现性质的概念来研究反应系统的复杂性,并给出了当系统不具有第一种涌现性质时的一些条件。
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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