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Timed Approximate Petri Nets

Timed Approximate Petri Nets Time is one of the most important considerations in designing practical systems. The notion of time plays a vital role in performance evaluation of real-time systems. A new class of timed approximate Petri nets (TAP-nets) is proposed in the paper. This net model combines high-level Petri nets with time and uncertain information. The approach presented in the paper for modelling of uncertainty, imprecision and vagueness is based on rough set theory and fuzzy Petri nets. The TAP-nets can be used for modelling and evaluating of approximate reasoning used to build expert systems, control systems, communication systems, etc. The main advantage of modelling practical systems using the TAP-nets is that the resulting models are simple, intuitive and allow the system analyst to evaluate the performance of such system models. http://www.deepdyve.com/assets/images/DeepDyve-Logo-lg.png Fundamenta Informaticae IOS Press

Timed Approximate Petri Nets

Fundamenta Informaticae , Volume 71 (1) – Jan 1, 2006

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Publisher
IOS Press
Copyright
Copyright © 2006 by IOS Press, Inc
ISSN
0169-2968
eISSN
1875-8681
Publisher site
See Article on Publisher Site

Abstract

Time is one of the most important considerations in designing practical systems. The notion of time plays a vital role in performance evaluation of real-time systems. A new class of timed approximate Petri nets (TAP-nets) is proposed in the paper. This net model combines high-level Petri nets with time and uncertain information. The approach presented in the paper for modelling of uncertainty, imprecision and vagueness is based on rough set theory and fuzzy Petri nets. The TAP-nets can be used for modelling and evaluating of approximate reasoning used to build expert systems, control systems, communication systems, etc. The main advantage of modelling practical systems using the TAP-nets is that the resulting models are simple, intuitive and allow the system analyst to evaluate the performance of such system models.

Journal

Fundamenta InformaticaeIOS Press

Published: Jan 1, 2006

There are no references for this article.