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Modelling Mixed Discrete-Continuous Domains for Planning

机译:建模混合离散连续域以进行规划

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In this paper we present pddl+, a planning domain description language for modelling mixed discrete-continuous planning domains. We describe the syntax and modelling style of pddl+, showing that the language makes convenient the modelling of complex time-dependent effects. We provide a formal semantics for pddl+ by mapping planning instances into constructs of hybrid automata. Using the syntax of HAs as our semantic model we construct a semantic mapping to labelled transition systems to complete the formal interpretation of pddl+ planning instances. An advantage of building a mapping from pddl+ to HA theory is that it forms a bridge between the Planning and Real Time Systems research communities. One consequence is that we can expect to make use of some of the theoretical properties of HAs. For example, for a restricted class of HAs the Reachability problem (which is equivalent to Plan Existence) is decidable. pddl+ provides an alternative to the continuous durative action model of pddl2.1, adding a more flexible and robust model of time-dependent behaviour.
机译:在本文中,我们介绍了pddl +,这是一种用于建模混合离散连续计划域的计划域描述语言。我们描述了pddl +的语法和建模风格,表明该语言使复杂的与时间相关的效果的建模更加方便。通过将计划实例映射到混合自动机的构造中,我们为pddl +提供了形式语义。使用HA的语法作为我们的语义模型,我们构造了到标记的过渡系统的语义映射,以完成对pddl +规划实例的正式解释。建立从pddl +到HA理论的映射的一个优势是,它在Planning和Real Systems的研究团体之间架起了一座桥梁。结果之一是,我们可以期望利用HA的某些理论特性。例如,对于HA的受限类,可判定可达性问题(等效于计划存在)。 pddl +为pddl2.1的持续持续行为模型提供了一种替代方案,它增加了一个更灵活,更健壮的时变行为模型。

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