Petri nets and integrality relaxations: a view of continuous petri net models

Volume: 32, Issue: 4, Pages: 314 - 327
Published: Nov 1, 2002
Abstract
Petri nets are formalisms for the modeling of discrete event dynamic systems (DEDS). The integrality of the marking and of the transitions firing counters is a clear reflection of this. To reduce the computational complexity of the analysis or synthesis of Petri nets, two relaxations have been introduced at two different levels: (1) at net level, leading to continuous net systems; (2) at state equation level, which has allowed to obtain systems...
Paper Details
Title
Petri nets and integrality relaxations: a view of continuous petri net models
Published Date
Nov 1, 2002
Volume
32
Issue
4
Pages
314 - 327
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