Changes between Version 3 and Version 4 of ccpn
- Timestamp:
- Feb 2, 2019, 11:08:37 PM (6 years ago)
Legend:
- Unmodified
- Added
- Removed
- Modified
-
ccpn
v3 v4 1 1 == CCPN: Curry Coloured Petri Nets == 2 2 3 The new Petri net formalism and its toolsprovide the possibilities4 - to model C PN (Coloured Petri Nets) with code annotations with the Renew editor environment,3 The Curry-coloured Petri net formalism and its tool set provide the possibilities 4 - to model CCPNs (Curry-coloured Petri nets) with Curry inscriptions in the Renew editor environment 5 5 - to simulate CCPN models 6 6 - to generate a reachability graph for CCPN models 7 - to be used as a Haskell library8 While Haskell is used as the main programming language Curry is used forthe inscription language.9 The main advantage is that CCPN annotations are mostly side effect free due to the strong type system of Haskell and Curry.10 Binding searches are redirected to the compiler, therefore using the efficient implemention of complex operations.7 - to be integrated as a Haskell library into Haskell programs 8 While Haskell is used as the implementations language, Curry is used as the inscription language. 9 The main advantage is that CCPN inscriptions are side effect free due to the Curry's functional purness and the control of side effects by its strong type system. 10 Binding searches are based on the highly optimized KiCS2 compiler Curry evaluation environment. 11 11 12 Here we provide a webpage fordownload for reviewers: [http://www.informatik.uni-hamburg.de/TGI/moldt/renew2.6devbase.zip renew2.6devbase.zip]12 Here we provide a download for reviewers: [http://www.informatik.uni-hamburg.de/TGI/moldt/renew2.6devbase.zip renew2.6devbase.zip] 13 13 14 References for CCPN so farare:14 References for CCPN are: 15 15 16 16 - Michael Simon. Curry-Coloured Petri Nets: A concurrent simulator for Petri nets with purely functional logic program inscriptions. Master thesis, University of Hamburg, Department of Informatics, Vogt-Kölln Str. 30, D-22527 Hamburg, April 2018.