On minimal representations of Petri net languages

R. Sreenivas
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引用次数: 1

Abstract

Given a metric over the class of labeled Petri nets, we consider the existence of a procedure that takes as input a description of an arbitrary, labeled Petri net, and returns a description of a (possibly different) labeled Petri net with the smallest metric that generates the same language as the input. We refer to such procedures as minimization procedures. In this paper we investigate the existence of minimization procedures for a variety of metrics.
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Petri网语言的最小表示
给定标记Petri网类上的度量,我们考虑存在一个过程,该过程将任意标记Petri网的描述作为输入,并返回带有最小度量的(可能不同的)标记Petri网的描述,该度量生成与输入相同的语言。我们把这样的程序称为最小化程序。本文研究了各种度量的极小化过程的存在性。
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