Pure bigraphs: Structure and dynamics

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Pure bigraphs : Structure and dynamics

J.A. BERGSTRA and J.W. KLOP Centre for Mathematics and Computer Science, P. O. Box 4079, 1009 AB Amsterdam, The Netherlands Communicated by E. Engeler Received February 1984 Revised October 1984 Abstract. We present an axiom system ACP, for communicating processes with silent actions ('z-steps'). The system is an extension o f ACP, Algebra of Communicating Processes, with Milner's z-laws and an...

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Pure bigraphs: Structure and dynamics

Bigraphs are graphs whose nodes may be nested, representing locality, independently of the edges connecting them. They may be equipped with reaction rules, forming a bigraphical reactive system (Brs) in which bigraphs can reconfigure themselves. Following an earlier paper describing link graphs, a constituent of bigraphs, this paper is a devoted to pure bigraphs, which in turn underlie various ...

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Pure bigraphs

Bigraphs are graphs whose nodes may be nested, representing locality, independently of the edges connecting them. They may be equipped with reaction rules, forming a bigraphical reactive system (Brs) in which bigraphs can reconfigure themselves. Brss aim to unify process calculi, and to model applications —such as pervasive computing— where locality and mobility are prominent. The paper is devo...

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The Effect of Pure State Structure on Nonequilibrium Dynamics

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Bigraphs and Their Algebra

Bigraphs are a framework in which both existing process calculi and new models of behaviour can be formulated, yielding theory that is shared among these models. A short survey of the main features of bigraphs is presented, showing how they can be developed from standard graph theory using elementary category theory. The algebraic manipulation of bigraphs is outlined with the help of illustrati...

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ژورنال

عنوان ژورنال: Information and Computation

سال: 2006

ISSN: 0890-5401

DOI: 10.1016/j.ic.2005.07.003