Bibliographie

Safeness for Object Nets

Michael Köhler-Bußmeier and Frank Heitmann.
Safeness for object nets.
Fundamenta Informaticae, 101(1-2):29-43, 2010.  [link]

Abrégé: In this paper we discuss the concept of safeness for Elementary Object Nets (EOS). Ob- ject nets are Petri nets which have Petri nets as tokens -- an approach known as the nets-within-nets paradigm. Object nets are called elementary if the net system has a two levelled structure. The well known p/t nets can be considered as a special case of EOS. For p/t nets the concept of safeness means that there is at most one token on each place. Since object nets have nested markings there are different possibilities to generalise this idea for EOS. In this paper we define different variants of EOS safeness, discuss their relationships, show that they all coincide for p/t-like EOS, and address the complexity of well known Petri net problems like reachability and liveness for this new class of object nets.

BibTeX enregistrement

@Article{Koehler+10c,
  author =   {K{\"o}hler-Bu{\ss}meier, Michael and Heitmann, Frank},
  title =   {Safeness for Object Nets},
  year =  2010,
  journal = "Fundamenta Informaticae",
  volume = {101},
  number = {1-2},
  pages = {29--43},
  abstract ={In this paper we discuss the concept of safeness for Elementary Object Nets (EOS). Ob-
ject nets are Petri nets which have Petri nets as tokens -- an approach known as the nets-within-nets
paradigm. Object nets are called elementary if the net system has a two levelled structure. The well
known p/t nets can be considered as a special case of EOS.
For p/t nets the concept of safeness means that there is at most one token on each place. Since
object nets have nested markings there are different possibilities to generalise this idea for EOS. In
this paper we define different variants of EOS safeness, discuss their relationships, show that they
all coincide for p/t-like EOS, and address the complexity of well known Petri net problems like
reachability and liveness for this new class of object nets.},
  url = {http://dx.doi.org/10.3233/FI-2010-273}
}

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