AbstractThis paper introduces a general framework of probabilistic and nondeterministic recursive processes that considers three complementary views of the semantics of concurrent processes: behavioural (testing semantics), denotational and axiomatic. The process algebra we present, PNAL, is a full probabilistic extension of EPL (Algebraic Theory of Processes, M. Hennessy) that maintains nondeterminism. This language allows us to consider both qualitative and quantitative aspects of concurrent systems, which are important in order to obtain more realistic models
Process algebras with abstraction have been widely used for the specification and verification of no...
We study a process algebra which combines both nondeterministic and probabilistic behavior in the st...
Process algebras with abstraction have been widely used for the specification and verification of no...
AbstractThis paper introduces a general framework of probabilistic and nondeterministic recursive pr...
AbstractIn this paper we extend de Nicola and Hennessy’s testing theory to deal with probabilities. ...
We develop a (co)algebraic framework to study a family of process calculi with monadic branching str...
Subject matter With the rapid development of computer network and communication technology, the stud...
AbstractThis paper studies a simple calculus for finite-state processes featuring both nondeterminis...
We study a process algebra which combines both nondeterministic and probabilistic behavior in the st...
non disponibileRandomization was first introduced in computer science in order to improve the effic...
AbstractWe develop a general testing scenario for probabilistic processes, giving rise to two theori...
Process algebras with abstraction have been widely used for the specification and verification of no...
Process algebras with abstraction have been widely used for the specification and verification of no...
Process algebras with abstraction have been widely used for the specification and verification of no...
Process algebras with abstraction have been widely used for the specification and verification of no...
Process algebras with abstraction have been widely used for the specification and verification of no...
We study a process algebra which combines both nondeterministic and probabilistic behavior in the st...
Process algebras with abstraction have been widely used for the specification and verification of no...
AbstractThis paper introduces a general framework of probabilistic and nondeterministic recursive pr...
AbstractIn this paper we extend de Nicola and Hennessy’s testing theory to deal with probabilities. ...
We develop a (co)algebraic framework to study a family of process calculi with monadic branching str...
Subject matter With the rapid development of computer network and communication technology, the stud...
AbstractThis paper studies a simple calculus for finite-state processes featuring both nondeterminis...
We study a process algebra which combines both nondeterministic and probabilistic behavior in the st...
non disponibileRandomization was first introduced in computer science in order to improve the effic...
AbstractWe develop a general testing scenario for probabilistic processes, giving rise to two theori...
Process algebras with abstraction have been widely used for the specification and verification of no...
Process algebras with abstraction have been widely used for the specification and verification of no...
Process algebras with abstraction have been widely used for the specification and verification of no...
Process algebras with abstraction have been widely used for the specification and verification of no...
Process algebras with abstraction have been widely used for the specification and verification of no...
We study a process algebra which combines both nondeterministic and probabilistic behavior in the st...
Process algebras with abstraction have been widely used for the specification and verification of no...