组合痕迹的词典编纂世代

Lukasz Mikulski, Marcin Piatkowski, Sebastian Smyczynski
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引用次数: 0

摘要

组合轨迹是研究并发系统行为的内在数学模型。它们可以用来描述和研究具有抑制弧的初等网络系统的过程,并允许描述作用的弱因果关系和同时性。我们提供了几种使用语言理论表示来操纵组合轨迹的算法。特别地,我们提出了两种与组合轨迹相关的枚举方法,由一组辅助过程支持。首先,对于指定的组合跟踪,我们迭代其所有代表的集合(即步长序列)。接下来,我们使用步进序列的字典顺序来列出所有固定大小的组合轨迹。我们还讨论了所有算法的时间复杂度。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Lexicographical Generations of Combined Traces
Combined traces are intrinsic mathematical model for studying concurrent systems behaviors. They can be used to describe and investigate processes of elementary net systems with inhibitor arcs and allow to describe weak causality and simultaneity of actions. We provide several algorithms for manipulating combined traces using their language theoretic representations. In particular, we propose two methods of enumeration related to combined traces, supported by a collection of auxiliary procedures. First, for a specified combined trace we iterate the set of all its representatives (namely step sequences). Next, we use the lexicographical order on step sequences to list all combined traces of a fixed size. We also discuss the time complexity of all presented algorithms.
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