AbstractThis paper examines the joint influence of fairness and asynchrony on the semantic modelling of a C.C.S.-like language. Fairness is the guarantee for every agent engaged in a computation to communicate with the other asynchronous agents if such communications are infinitely often possible. Programs are compared according to an implementation preorder which reflects the inclusion of observable properties: whenever, for every context |c and for every program r, no computation of r, experimenting upon |c (p) allows to recognize p versus q, p is considered less than q. A fully abstract model of the preorder is constructed in a domain of infinitary language, preferred here to classical algebraic domains. The restriction to bounded parall...
We introduce the first process algebra with non-blocking reading actions for modelling concurrent as...
AbstractFairness properties are very important for the behavior characterization of distributed conc...
AbstractThis is the second part of a two-part paper in which we discuss the implementability of fair...
AbstractThis paper examines the joint influence of fairness and asynchrony on the semantic modelling...
AbstractTo a CSP program P, we associate an infinitary language I (P) which represents the finite an...
Concurrent program refinement algebra provides a suitable basis for supporting mechanised reasoning ...
Fairness of a program execution, c, usually expresses that all objects which are sufficiently often ...
AbstractA language for defining fair asynchronous communicating processes is given. The main operato...
Fairness in a non-interleaving semantic model for concurrency has been investigated. In contrast to ...
AbstractFairness of a program execution, c, is usually expressed such that all objects which are suf...
AbstractWe present an approach to fairness in the style of the theory of ω-regularity. Several conce...
AbstractFairness — the guarantee that every process enabled sufficiently often will eventually make ...
AbstractAssertional s-rings are introduced to provide an algebraic setting in which the finite and i...
AbstractThis paper describes a general framework for modeling fairness for communicating processes, ...
In this paper, we study eight asynchronous communication primitives, arising from the combination of...
We introduce the first process algebra with non-blocking reading actions for modelling concurrent as...
AbstractFairness properties are very important for the behavior characterization of distributed conc...
AbstractThis is the second part of a two-part paper in which we discuss the implementability of fair...
AbstractThis paper examines the joint influence of fairness and asynchrony on the semantic modelling...
AbstractTo a CSP program P, we associate an infinitary language I (P) which represents the finite an...
Concurrent program refinement algebra provides a suitable basis for supporting mechanised reasoning ...
Fairness of a program execution, c, usually expresses that all objects which are sufficiently often ...
AbstractA language for defining fair asynchronous communicating processes is given. The main operato...
Fairness in a non-interleaving semantic model for concurrency has been investigated. In contrast to ...
AbstractFairness of a program execution, c, is usually expressed such that all objects which are suf...
AbstractWe present an approach to fairness in the style of the theory of ω-regularity. Several conce...
AbstractFairness — the guarantee that every process enabled sufficiently often will eventually make ...
AbstractAssertional s-rings are introduced to provide an algebraic setting in which the finite and i...
AbstractThis paper describes a general framework for modeling fairness for communicating processes, ...
In this paper, we study eight asynchronous communication primitives, arising from the combination of...
We introduce the first process algebra with non-blocking reading actions for modelling concurrent as...
AbstractFairness properties are very important for the behavior characterization of distributed conc...
AbstractThis is the second part of a two-part paper in which we discuss the implementability of fair...