Towards Axiomatizing the Semantics of UML Activity Diagrams: A Situation-Calculus Perspective

Xing Tan, M. Grüninger
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引用次数: 2

Abstract

In this paper, the UML activity diagrams are first defined graph-theoretically, with an adoption of the concepts of Petri nets tokens. The semantics of activity diagrams is further axiomatized as a logical action theory called SCAD. Example applications of SCAD are also given.
走向UML活动图语义的公理化:一个情景演算的视角
在本文中,首先定义了UML活动图,并采用了Petri网令牌的概念。活动图的语义被进一步公理化为称为SCAD的逻辑动作理论。最后给出了SCAD的应用实例。
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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