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ASPMT(QS): Non-Monotonic Spatial Reasoning with Answer Set Programming Modulo Theories

机译:aspmT(Qs):具有答案集编程的非单调空间推理   模数理论

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摘要

The systematic modelling of \emph{dynamic spatial systems} [9] is a keyrequirement in a wide range of application areas such as comonsense cognitiverobotics, computer-aided architecture design, dynamic geographic informationsystems. We present ASPMT(QS), a novel approach and fully-implemented prototypefor non-monotonic spatial reasoning ---a crucial requirement within dynamicspatial systems-- based on Answer Set Programming Modulo Theories (ASPMT).ASPMT(QS) consists of a (qualitative) spatial representation module (QS) and amethod for turning tight ASPMT instances into Sat Modulo Theories (SMT)instances in order to compute stable models by means of SMT solvers. Weformalise and implement concepts of default spatial reasoning and spatial frameaxioms using choice formulas. Spatial reasoning is performed by encodingspatial relations as systems of polynomial constraints, and solving via SMTwith the theory of real nonlinear arithmetic. We empirically evaluate ASPMT(QS)in comparison with other prominent contemporary spatial reasoning systems. Ourresults show that ASPMT(QS) is the only existing system that is capable ofreasoning about indirect spatial effects (i.e. addressing the ramificationproblem), and integrating geometric and qualitative spatial information withina non-monotonic spatial reasoning context.
机译:\ emph {动态空间系统} [9]的系统建模是广泛应用领域中的一项关键要求,例如认知感知机器人,计算机辅助建筑设计,动态地理信息系统。我们基于答案集编程模态理论(ASPMT)提出了ASPMT(QS),这是一种新颖的方法,是非单调空间推理的完整实现的原型-这是动态空间系统中的一项关键要求.ASPMT(QS)由(定性)空间表示模块(QS)和方法,用于将紧密的ASPMT实例转换为Sat模理论(SMT)实例,以便借助SMT求解器计算稳定的模型。我们使用选择公式来形式化和实现默认空间推理和空间框架的概念。通过将空间关系编码为多项式约束系统,并使用实数非线性算法通过SMT进行求解,从而进行空间推理。我们与其他著名的当代空间推理系统进行经验比较,以评估ASPMT(QS)。我们的结果表明,ASPMT(QS)是唯一能够推理出间接空间效应(即解决分枝问题)并将几何和定性空间信息与非单调空间推理环境相结合的现有系统。

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