Petri Nets 2015 : 36th International Conference on Application and Theory of Petri Nets and Concurrency

Petri nets 2015 
36th International Conference on Application and Theory of Petri Nets and Concurrency 

Papers presenting original research on application or theory of Petri nets, as well as contributions addressing topics relevant to the general field of distributed and concurrent systems are sought. 
Topics specific to Petri nets 

* System design using nets 
* Analysis and synthesis, structure and behaviour of nets 
* Relationships between Petri Nets and other approaches 
* Net-based semantical, logical and algebraic calculi 
* Symbolic net representation (graphical or textual) 
* Computer tools for nets 
* Experience with using nets, case studies 
* Higher-level net models 
* Timed and stochastic nets 
* Standardisation of nets 

Experience reports describing applications of nets to different kinds of systems and application fields, e.g.: 

* flexible manufacturing systems 
* real-time systems 
* embedded systems 
* defence systems 
* biological systems 
* health and medical systems 
* environmental systems 
* hardware 
* telecommunications 
* railway networks 

* office automation 
* workflows 
* supervisory control 
* protocols and networks 
* Internet 
* e-commerce and trading 
* programming languages 
* performance evaluation 
* operations research 

General topics related to concurrency 

* Model checking and verification of distributed systems 
* Verification of infinite-state or parametric systems 
* Causality/partial order theory of concurrency 
* Educational issues related to concurrency 
* New issues and developments in the theory of concurrency 
* Modelling of hardware and biological systems 

Paper submissions 

Two kinds of papers can be submitted 

* Regular papers (max 20 pages in Springer LNCS-format) 
* Tool papers (max 10 pages in Springer LNCS-format) 

The website for electronic submission is: 

The full set of requirements and guidelines for submissions is given in the Call for Papers. See: 


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