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Checking Properties of Adaptive Workflow Nets, Slides of Computer Fundamentals

Checking Properties of Adaptive Workflow Nets, Proper Termination, Fixed Structure, Exception Modelling, Workflow Net, Modelling Exceptions, Reset Arcs, Arcs and Transitions, Allowed Expressions, Net Firing Rules are the important key points of lecture slides of Fundamentals of Computer Science.

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2012/2013

Uploaded on 01/02/2013

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Download Checking Properties of Adaptive Workflow Nets and more Slides Computer Fundamentals in PDF only on Docsity! 1 Checking Properties of Adaptive Workflow Nets K. van Hee, I. Lomazova, O. Oanea, A. Serebrenik, N. Sidorova, M. Voorhoeve Program Systems Institute of the Russsian Academy of Science Docsity.com 2 Overview Workflow (WF) nets and proper termination. Problems with fixed structure of nets especially exception modelling. EWF nets: WF nets with exception transitions. AWF (adaptive WF) nets: nesting. Verification of AWF nets. Docsity.com 5 Reset arcs i f Reset arc empties all places in region. Improves modeling, makes analysis worse. No specific reaction to exceptions. Problem with adaptivity in general, due to fixed structure! Docsity.com 6 EWF nets i f Labelled exception (sink) transitions; upon firing an exception, the net is terminated. EWF net is sound iff nTeT e ][:][:* fMMiTn →∃⇒→∈∀ ρσ ρσ Docsity.com 7 AWF nets: definition e Adaptive WF (AWF) net: coloured EWF net. Arcs and transitions are labeled with expressions n : an EWF net n final(v) init( ) v v e(v) b b b b b ε Docsity.com 10 Adaptivity Modeling hospital admission; standard cure n. Monitor; if needed extend current cure with m. e(w) init(n) init(c) v v.m w init(c) v w final(v)∧final(w) e c: e: extension needed. Docsity.com 11 Circumspectness AWF net: final(v) init(n) v b b b b ε b b e n: Sound, but can not react to exception e in token net n. (not circumspect) AWF net N is circumspect: every exception e of token net can synchronize in any state of N. Docsity.com 12 Circumspect AWF net Net can synchronize with e before and after firing of t. init(n+m) v final(v) v e(v) b b b b b e ε e(v) v m n t Docsity.com
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