Discrete time process algebra

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Discrete-Time Process Algebra with Empty Process

We introduce an ACP-style discrete-time process algebra with relative timing, that features the empty process. Extensions to this algebra are described, and ample attention is paid to the considerations and problems that arise when introducing the empty process. We prove time determinacy, soundness, completeness, and the axioms of standard concurrency. 1991 Mathematics Subject Classification: 6...

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Discrete time process algebra with silent step

Abstract The axiom system ACP of [10] was extended to discrete time in [6]. Here, we proceed to define the silent step in this theory in branching bisimulation semantics [7, 15] rather than weak bisimulation semantics [11, 20]. The version using relative timing is discussed extensively, versions using absolute and parametric timing are presented in brief. A term model and a graph model are pres...

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Discrete Time Process Algebra with Abstraction

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Discrete Time Process Algebra with Relative Timing

Process algebra in the form of ACP describes the main features of imperative concurrent programming without explicit mention of time. Implicitly, time is present in the interpretation of sequential composition: in p · q the process p must be executed before q. A quantative view on the relation between process execution and progress of time is absent in ACP, however. Process algebras can be deve...

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Completeness in Discrete-Time Process Algebra

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ژورنال

عنوان ژورنال: Formal Aspects of Computing

سال: 1996

ISSN: 0934-5043,1433-299X

DOI: 10.1007/bf01214556