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Just-In-Time Constraint-Based Inference for Qualitative Spatial and Temporal Reasoning

机译:基于立即约束的定性空间和时间推理的推论

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We discuss a research roadmap for going beyond the state of the art in qualitative spatial and temporal reasoning (QSTR). Simply put, QSTR is a major field of study in Artificial Intelligence that abstracts from numerical quantities of space and time by using qualitative descriptions instead (e.g., precedes, contains, is left of); thus, it provides a concise framework that allows for rather inexpensive reasoning about entities located in space or time. Applications of QSTR can be found in a plethora of areas and domains such as smart environments, intelligent vehicles, and unmanned aircraft systems. Our discussion involves researching novel local consistencies in the aforementioned discipline, defining dynamic algorithms pertaining to these consistencies that can allow for efficient reasoning over changing spatio-temporal information, and leveraging the structures of the locally consistent related problems with regard to novel decomposability and theoretical tractability properties. Ultimately, we argue for pushing the envelope in QSTR via defining tools for tackling dynamic variants of the fundamental reasoning problems in this discipline, i.e., problems stated in terms of changing input data. Indeed, time is a continuous flow and spatial objects can change (e.g., in shape, size, or structure) as time passes; therefore, it is pertinent to be able to efficiently reason about dynamic spatio-temporal data. Finally, these tools are to be integrated into the larger context of highly active areas such as neuro-symbolic learning and reasoning, planning, data mining, and robotic applications. Our final goal is to inspire further discussion in the community about constraint-based QSTR in general, and the possible lines of future research that we outline here in particular.
机译:我们讨论了超越了定性空间和时间推理(QSTR)的最新技术的研究路线图。简单地说,QSTR是人工智能中的一个主要研究领域,从数量的空间和时间使用定性描述(例如,前面,剩下的,剩下);因此,它提供了一种简洁的框架,其允许在空间或时间的时间内的实体廉价推理。 QSTR的应用可以在诸如智能环境,智能车辆和无人驾驶飞机系统之类的大风中找到。我们的讨论涉及在上述学科中研究新颖的局部常规,定义了与这些常规相关的动态算法,这些算法可以允许有效地推理改变的时空信息,并利用了关于新颖的分解性和理论途径的局部一致的相关问题的结构特性。最终,我们争辩于通过定义用于在本学科的基本原理问题的动态变体进行解决的动态变体的QSTR中推动信封,即在更改输入数据方面说明的问题。实际上,时间是连续流动,空间物体可以随着时间的推移而改变(例如,形状,尺寸或结构);因此,它有关能够有效地推理动态时空数据。最后,这些工具将集成到高度活动区域的较大背景中,例如神经象征学习和推理,规划,数据挖掘和机器人应用。我们的最终目标是激发社区的进一步讨论约束基于约束的QSTR,以及我们特别概述的未来研究的可能线。

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