AbstractWe construct a graph model for ACPτ, the algebra of communicating processes with silent steps, in which Koomen's Fair Abstraction Rule (KFAR) holds, and also versions of the Approximation Induction Principle (AIP) and the Recursive Definition & Specification Principles (RDP&RSP). We use this model to prove that in ACPT (but not in ACP!) each computably recursively definable process is finitely recursively definable
Central to theories of concurrency is the notion of abstraction. Abstraction from internal actions i...
We present an axiom system ACP, for communicating processes with silent actions (‘τ-steps’). The sys...
AbstractWe present an axiom system ACP, for communicating processes with silent actions (‘τ-steps’)....
We construct a graph model for ACP,, the algebra of communicating processes w%h silent steps, in wh...
We construct a graph model for ACP,, the algebra of communicating processes w%h silent steps, in wh...
AbstractWe construct a graph model for ACPτ, the algebra of communicating processes with silent step...
We construct a graph model for ACPt, the algebra of communicating processes with silent steps, in wh...
We construct a graph model for ACPt, the algebra of communicating processes with silent steps, in wh...
We construct a graph model for ACPt, the algebra of communicating processes with silent steps, in wh...
We construct a graph model for ACPt, the algebra of communicating processes with silent steps, in wh...
We construct a graph model for ACPt, the algebra of communicating processes with silent steps, in wh...
This paper presents a new semantics of ACPτ, the Algebra of Communicating Processes with abstraction...
textabstractThis paper presents a new semantics of ACPτ, the Algebra of Communicating Processes with...
AbstractWe present an axiom system ACP, for communicating processes with silent actions (‘τ-steps’)....
Central to theories of concurrency is the notion of abstraction. Abstraction from internal actions i...
Central to theories of concurrency is the notion of abstraction. Abstraction from internal actions i...
We present an axiom system ACP, for communicating processes with silent actions (‘τ-steps’). The sys...
AbstractWe present an axiom system ACP, for communicating processes with silent actions (‘τ-steps’)....
We construct a graph model for ACP,, the algebra of communicating processes w%h silent steps, in wh...
We construct a graph model for ACP,, the algebra of communicating processes w%h silent steps, in wh...
AbstractWe construct a graph model for ACPτ, the algebra of communicating processes with silent step...
We construct a graph model for ACPt, the algebra of communicating processes with silent steps, in wh...
We construct a graph model for ACPt, the algebra of communicating processes with silent steps, in wh...
We construct a graph model for ACPt, the algebra of communicating processes with silent steps, in wh...
We construct a graph model for ACPt, the algebra of communicating processes with silent steps, in wh...
We construct a graph model for ACPt, the algebra of communicating processes with silent steps, in wh...
This paper presents a new semantics of ACPτ, the Algebra of Communicating Processes with abstraction...
textabstractThis paper presents a new semantics of ACPτ, the Algebra of Communicating Processes with...
AbstractWe present an axiom system ACP, for communicating processes with silent actions (‘τ-steps’)....
Central to theories of concurrency is the notion of abstraction. Abstraction from internal actions i...
Central to theories of concurrency is the notion of abstraction. Abstraction from internal actions i...
We present an axiom system ACP, for communicating processes with silent actions (‘τ-steps’). The sys...
AbstractWe present an axiom system ACP, for communicating processes with silent actions (‘τ-steps’)....