Definition of the System Model

M. Broy, M. V. Cengarle, Hans Grönniger, Bernhard Rumpe
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引用次数: 28

Abstract

This chapter is devoted to the definition of a system model tailored towards UML. The hierarchy of theories that compose the system model is stepwise introduced. These theories are combined into a theory of sophisticated state transition systems. The semantics of a word in a UML sublanguage, i.e., a diagram, can then be defined by a set of such transition systems. Given two or more actual diagrams, possibly forming a complete UML model, the semantics of them together is defined by the intersection of their translations into the system model. In other words, consistency of a model is defined by non-empty intersection of the sets containing the transition systems that implement the diagrams individually.
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系统模型的定义
本章专门讨论针对UML定制的系统模型的定义。逐步介绍了构成系统模型的理论层次。这些理论结合成一个复杂状态转换系统的理论。UML子语言中一个词的语义,例如,一个图,可以由一组这样的转换系统来定义。给定两个或更多实际的图,可能形成一个完整的UML模型,它们的语义是通过它们转换到系统模型的交集来定义的。换句话说,模型的一致性是由包含单独实现图的转换系统的集合的非空交集来定义的。
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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The Role of Semantics Axiomatic Semantics of UML Class Diagrams Formal Descriptive Semantics of UML and Its Applications Definition of the System Model Axiomatic Semantics of State Machines
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