Depth-bounded processes form the most expressive known fragment of the π-calculus for which interesting verification problems are still decidable. In this paper we develop an adequate domain of limits for the well-structured transition systems that are induced by depth-bounded processes. An immediate consequence of our result is that there exists a forward algorithm that decides the covering problem for this class. Unlike backward algorithms, the forward algorithm terminates even if the depth of the process is not known a priori. More importantly, our result suggests a whole spectrum of forward algorithms that enable the effective verification of a large class of mobile systems
We describe several observations regarding the completeness and the complexity of bounded model chec...
AbstractWe settle the complexity bounds of the model checking problem for the ambient calculus with ...
For every finite model M and an LTL property φ, there exists a number (the Completeness Threshold) ...
Depth-bounded processes form the most expressive known fragment of the π-calculus for which interest...
Depth-Bounded Systems form an expressive class of well-structured transition systems. They can model...
Abstract. We investigate the class PBD of pi-Calculus processes that are bounded in the function dep...
We consider the class of depth-bounded processes in ?-calculus. These processes are the most express...
We investigate a subclass of well-structured transition systems (WSTS), the bounded—in the sense of ...
Motivated by the analysis of highly dynamic message-passing systems, i.e. unbounded thread creation,...
Abstract. We study natural semantic fragments of the pi-calculus: depth-bounded processes (there is ...
We combine the two existing approaches to the study of concurrency by means of multiset rewriting: m...
In this paper, we revisit the forward and backward approaches to the verification of extensions of i...
In this paper we present the class of general logic programs which has a special kind of stratificat...
AbstractIn this paper, we revisit the forward and backward approaches to the verification of extensi...
Former version: Termination properties of a subclass of ground I/O logic programs, October,1990In th...
We describe several observations regarding the completeness and the complexity of bounded model chec...
AbstractWe settle the complexity bounds of the model checking problem for the ambient calculus with ...
For every finite model M and an LTL property φ, there exists a number (the Completeness Threshold) ...
Depth-bounded processes form the most expressive known fragment of the π-calculus for which interest...
Depth-Bounded Systems form an expressive class of well-structured transition systems. They can model...
Abstract. We investigate the class PBD of pi-Calculus processes that are bounded in the function dep...
We consider the class of depth-bounded processes in ?-calculus. These processes are the most express...
We investigate a subclass of well-structured transition systems (WSTS), the bounded—in the sense of ...
Motivated by the analysis of highly dynamic message-passing systems, i.e. unbounded thread creation,...
Abstract. We study natural semantic fragments of the pi-calculus: depth-bounded processes (there is ...
We combine the two existing approaches to the study of concurrency by means of multiset rewriting: m...
In this paper, we revisit the forward and backward approaches to the verification of extensions of i...
In this paper we present the class of general logic programs which has a special kind of stratificat...
AbstractIn this paper, we revisit the forward and backward approaches to the verification of extensi...
Former version: Termination properties of a subclass of ground I/O logic programs, October,1990In th...
We describe several observations regarding the completeness and the complexity of bounded model chec...
AbstractWe settle the complexity bounds of the model checking problem for the ambient calculus with ...
For every finite model M and an LTL property φ, there exists a number (the Completeness Threshold) ...