In this paper, we take probabilistic event structures as our semantic model and provide a metric denotational semantics for probabilistic process algebra.
本文中，我们采用概率事件结构作为语义模型，研究了概率进程代数的度量指称语义。
Since it is hard to specify recursive processes using probabilistic event structures directly, we use a metric approach on probabilistic event structures.
由于直接采用概率事件结构难以刻画递归进程，因此，本文在概率事件结构上采用了一种度量的方法。
Event structures are important true concurrent models and are well-suited to provide a true concurrent semantics for process algebra in a compositional way.
事件结构是一种十分重要的真并发模型，非常适合于为进程代数提供一种具有可组合性的真并发语义。
Event structures are important true concurrent models and are well-suited to provide a true concurrent semantics for process algebra in a compositional way.
事件结构是一种十分重要的真并发模型，非常适合于为进程代数提供一种具有可组合性的真并发语义。
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