Incidence Matrix Based Methods for Computing Repetitive Vectors and Siphons of Petri Net

Volume: 25, Issue: 1, Pages: 121 - 136
Published: Jan 1, 2009
Abstract
In this paper, the relations among T-invariants, repetitive vectors and siphons are investigated and new methods for computing repetitive vectors and siphons are suggested based on them. The transition-added net of a net is defined and a relation is shown that there always exists a T-invariant of the transition-added net corresponding to a repetitive vector of the original net, and vice versa. Based on this relation, an algorithm that can...
Paper Details
Title
Incidence Matrix Based Methods for Computing Repetitive Vectors and Siphons of Petri Net
Published Date
Jan 1, 2009
Volume
25
Issue
1
Pages
121 - 136
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