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Behavioural equivalence for a graph rewriting model of concurrent programs

机译:并发程序的图形重写模型的行为等效

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This paper presents a formal model of concurrent systems based on graph rewriting to represent scopes of communication channel names precisely. A bipartite directed acyclic graph represents a concurrent system consists of a number of processes and messages. Each process or message corresponds to a source node of the graph. Names of communication channel in the system are sink nodes. The edges of the graph represent the scopes of the names in the system. The operational semantics of the system is given as a labelled transition system. The model presented here makes it possible to represent local names that their scope is not nested. The author defines the weak bisimulation equivalence relation that two systems are equivalent in their behaviours. The author shows that the equivalence relation is a congruence relation wrt prefix, new-name, replication and composition.
机译:本文提出了一种基于图形重写的并发系统的正式模型,以精确表示通信通道名称的范围。二部有向无环图表示由多个进程和消息组成的并发系统。每个过程或消息都对应于图的源节点。系统中通信通道的名称为宿节点。图的边缘表示系统中名称的范围。系统的操作语义作为标记的过渡系统给出。此处提供的模型可以表示不嵌套其范围的本地名称。作者定义了弱双仿真等价关系,即两个系统的行为相同。作者表明等价关系是同义关系,包括前缀,新名称,复制和组成。

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