2008
DOI: 10.1049/iet-cta:20070130
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Incremental approach to computation of elementary siphons for arbitrary simple sequential processes with resources

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Cited by 30 publications
(23 citation statements)
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“…In [16], a polynomial time algorithm was proposed to find elementary siphons in a graphical fashion, where we also showed that an SMS can be synthesised from a strongly resource subnet in an S 3 PR. The author further proved in [13] that each elementary siphon can be synthesised from an elementary resource circuit, whereas a dependent siphon can be synthesised from a compound resource circuit…”
Section: Graphical Search Of Elementary Siphonsmentioning
confidence: 86%
“…In [16], a polynomial time algorithm was proposed to find elementary siphons in a graphical fashion, where we also showed that an SMS can be synthesised from a strongly resource subnet in an S 3 PR. The author further proved in [13] that each elementary siphon can be synthesised from an elementary resource circuit, whereas a dependent siphon can be synthesised from a compound resource circuit…”
Section: Graphical Search Of Elementary Siphonsmentioning
confidence: 86%
“…They assume that the siphon constructed from each resource circuit is elementary and proposed a polynomial algorithm to compute elementary siphons. The work by Chao 219 develops a polynomial algorithm to find elementary siphons, which also constructs all SMSs on the way. The reason is that in the method proposed by Li and Zhou, 269 a linear algebraic expression must be established for each dependent siphon, which implies that all SMSs must be located.…”
Section: Elementary Siphons Computationmentioning
confidence: 99%
“…In refs (Chao 2007b(Chao , 2008a we show that strict minimal siphon (SMS) can be calculated from strongly connected resource subnets. New types (such as control siphons) of SMS can be calculated from strongly connected control subnets formed by control places (considered as a new type of resources).…”
Section: Types Of Strict Minimal Siphonmentioning
confidence: 99%
“…Using the MIP (mixed integer programming) method (Chu and Xie 1997) the unmarked siphons obtained may not be in this order and hence some of them may be redundant. SMS can be calculated based on the Handle-Construction Procedure in refs (Chao 2007b(Chao , 2008a.…”
Section: Types Of Strict Minimal Siphonmentioning
confidence: 99%
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