并发和Petri网模型

Q4 Engineering
A. Staines
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引用次数: 0

摘要

并发是一个基本问题,也是适用于不同计算领域的解决方案。考虑到计算机系统和服务的复杂性和分布,并发性是一个需要适当注意的现代领域。Petri网是基于数学观点和图形或绘图观点的过程表示的形式化方法。Petri网用于对并发进程进行建模。这项工作涉及理解和表示Petri网中的低级并发性,当这并不总是可见的并且从图形结构中适当地注意到时。在本研究中,设计了一种代数符号来表示Petri网结构。这种代数符号被用作替代和简化的表示方式。文中解释了这种符号,并给出了几个简单的例子。所提出的符号可以与其他Petri网分析和验证方法结合使用。讨论了一些结果和发现。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Concurrency and Petri Net Models
Concurrency is a fundamental problem and a solution applicable to different areas of computing. Given the complexities and distribution of computer systems and services, concurrency is a modern area requiring proper attention. Petri nets are formalisms based on process representation both from a mathematical view and from a graphical or drawing like view. Petri nets are used to model concurrent processes. This work deals with understanding and representing low level concurrency in Petri nets, when this is not always visible and properly noted from the graphical structure. In this study an algebraic notation has been devised and is used to represent the Petri net structures. This algebraic notation is used as an alternative and simplified way of representation. The notation is explained and several simple examples are given. The notation presented can be used in conjunction with other Petri net analysis and verification methods. Some results and findings are discussed.
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来源期刊
International Journal of Circuits, Systems and Signal Processing
International Journal of Circuits, Systems and Signal Processing Engineering-Electrical and Electronic Engineering
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发文量
155
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