Abstract: This paper introduces negative application conditions for reconfigurable place/transition nets. These are Petri nets together with a set of rules that allow changing the net and its marking dynamically. Negative application conditions are a control structure that prohibits the application of a rule if certain structures are already existent. We motivate the use of negative application conditions in a short example. Subsequently the underlying theory is sketched and the results – con-cerning parallelism, concurrency and confluence – are presented. Then we resume the example and explicitly discuss the main results and their usefulness within the example
Petri nets are one of the most important discrete event systems formalisms. Three are the main reaso...
Reconfigurable place/transition systems are Petri nets with initial markings and a set of rules whic...
In the framework of graph transformation systems with Negative Application Conditions (NACs) the cla...
This paper introduces negative application conditions for reconfigurable place/transition nets. The...
Abstract: This paper introduces negative application conditions for reconfigurable algebraic high-le...
Reconfigurable place/transition systems are Petri nets with initialmarkings and a set of rules which...
In several application areas, Graph Transformation Systems (GTSs) are equipped with Negative Applica...
Abstract. Reconfigurable place/transition systems are Petri nets with initial markings and a set of ...
Abstract: A rich concurrent semantics has been developed along the years for graph transformation sy...
In the framework of adhesive transformation systems with Negative Application Conditions (NACs), we ...
M-adhesive categories provide an abstract framework for a large variety of specification frameworks ...
A large class of real-world systems can be modelled as Petri nets, and complex systems are more conv...
Abstract. The goal of this paper is the generalization of embedding and confluence results for graph...
Labelled transition systems are a simple yet powerful formalism for describing the operational behav...
Abstract In this paper, we propose a new loose semantics for place/transition nets based on transiti...
Petri nets are one of the most important discrete event systems formalisms. Three are the main reaso...
Reconfigurable place/transition systems are Petri nets with initial markings and a set of rules whic...
In the framework of graph transformation systems with Negative Application Conditions (NACs) the cla...
This paper introduces negative application conditions for reconfigurable place/transition nets. The...
Abstract: This paper introduces negative application conditions for reconfigurable algebraic high-le...
Reconfigurable place/transition systems are Petri nets with initialmarkings and a set of rules which...
In several application areas, Graph Transformation Systems (GTSs) are equipped with Negative Applica...
Abstract. Reconfigurable place/transition systems are Petri nets with initial markings and a set of ...
Abstract: A rich concurrent semantics has been developed along the years for graph transformation sy...
In the framework of adhesive transformation systems with Negative Application Conditions (NACs), we ...
M-adhesive categories provide an abstract framework for a large variety of specification frameworks ...
A large class of real-world systems can be modelled as Petri nets, and complex systems are more conv...
Abstract. The goal of this paper is the generalization of embedding and confluence results for graph...
Labelled transition systems are a simple yet powerful formalism for describing the operational behav...
Abstract In this paper, we propose a new loose semantics for place/transition nets based on transiti...
Petri nets are one of the most important discrete event systems formalisms. Three are the main reaso...
Reconfigurable place/transition systems are Petri nets with initial markings and a set of rules whic...
In the framework of graph transformation systems with Negative Application Conditions (NACs) the cla...