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Pelz, E.
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Bouroulet, Roland;
Klaudel, Hanna;
Pelz, Elisabeth:
A Semantics of Security Protocol Language (SPL) using a Class of Composable High-Level Petri Nets.
2004.
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Fleischhack, Hans;
Pelz, Elisabeth:
Hierarchical Timed High Level Nets and Their Branching Processes.
2003.
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Pelz, Elisabeth;
Fleischhack, Hans:
Compositional High Level Petri Nets with Timing Constraints - A Comparison.
2003.
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Fleischhack, Hans;
Pelz, Elizabeth:
High Level Branching Processes for High Level Petri Nets.
2003.
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Best, E.;
Fraczak, W.;
Hopkins, R.P.;
Klaudel, H.;
Pelz, E.:
M-nets: an algebra of high-level Petri nets with an applications to the semantics of concurrent programming languages.
1998.
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Benzaken, V.;
Hugon, N.;
Klaudel, H.;
Pelz, E.;
Riemann, R.-C.:
M-net Calculus Based Semantics for Triggers.
1998.
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Fraczak, Wojciech;
Pelz, Elisabeth:
Improved Implementations via a New Structural Equivalence on Labeled Nets.
1997.
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Lilius, J.;
Pelz, E.:
An M-net Semantics for B(PN)² with Procedures.
1996.
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Best, E.;
Devillers, R.;
Pelz, E.;
Rensink, A.;
Silva, M.;
Teruel, E.:
CALIBAN - Esprit Basic Research WG 6067.
1995.
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Best, E.;
Fleischhack, H.;
Fraczak, W.;
Hopkins, R.P.;
Klaudel, H.;
Pelz, E.:
A Class of Composable High Level Petri Nets.
1995.
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Best, Eike;
Fleischhack, Hans;
Fraczak, Wojciech;
Hopkins, Richard P.;
Klaudel, Hanna;
Pelz, Elisabeth:
An M-net Semantics of B(PN)².
1995.
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Best, E.;
Fleischhack, H.;
Fraczak, W.;
Hopkins, R.P.;
Klaudel, H.;
Pelz, E.:
A High Level Petri Net Semantics of B(PN)².
1994.
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Klaudel, H.;
Pelz, E.:
Algebraic Representation of Data in the Petri Box Calculus.
1992.
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Pelz, E.:
Normalization of place/transition-systems preserves net behaviour.
1992.
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Pelz, Elisabeth:
About the Concurrent Behaviour of EN Systems: Definability and Closure Results.
1990.
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Pelz, Elisabeth:
Logic Versus Sequential and Concurrent Behaviour.
1990.
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Pelz, Elisabeth:
Normalisation of Place/Transtion Systems Preserves Net Behaviour.
1990.
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Pelz, Elisabeth:
Place/Transition-Systems: Concurrent Behaviour and Logic.
1990.
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Pelz, Elisabeth:
Réseaux et Logique.
1990.
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Parigot, M.;
Pelz, E.:
A Logical Formalism for the Study of the Finite Behaviour of Petri Nets.
1986.
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Pelz, E.:
Closure Properties of Deterministic Petri Nets.
1986.
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Pelz, E.:
Omega-Languages of Petri Nets and Logical Sentences.
1986.
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Pelz, E.;
Vidal-Naquet, G.:
Reseaux de Petri, leurs Extensions, leurs Langages.
1985.
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Parigot, M.;
Pelz, E.:
A Logical Approach of Petri Net Languages.
1985.
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