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Qualitative Spatial Reasoning with Oriented Point Relation in 3D Space

机译:3D空间中具有定向点关系的定性空间推理

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摘要

Among qualitative direction relation models, Oriented point relation algebra (OPRA(m)) is a remarkable model for robot navigation with uncertain direction information. It has great advantages in providing powerful expressions with very limited information compared with other point-based spatial relation models. The original OPRA(m) is defined in 2D space, and its model and reasoning algorithm are found not applicable in 3D space. We proposed a novel direction relation model named OPRA3D(m) to extend the original OPRA(m) to 3D space, and presented a new reasoning algorithm on Oriented point relation algebra in three dimension (OPRA3D(m)). A further study was carried out for composition reasoning on OPRA3D(m). The proposed reasoning algorithm will deduce new information which cannot be directly detected by hardware. The experiment showed the algorithm had some practical significance, it can be applied to the Unmanned aerial vehicle (UAV) navigation and similar scenarios.
机译:在定性方向关系模型中,定向点关系代数(OPRA(m))是具有不确定方向信息的机器人导航的卓越模型。与其他基于点的空间关系模型相比,它在提供功能强大的表达式和非常有限的信息方面具有很大的优势。原始OPRA(m)在2D空间中定义,发现其模型和推理算法不适用于3D空间。我们提出了一种新颖的方向关系模型OPRA3D(m),将原始的OPRA(m)扩展到3D空间,并提出了一种三维定向点关系代数(OPRA3D(m))的新推理算法。在OPRA3D(m)上进行了进一步的成分推理研究。提出的推理算法将推论出硬件无法直接检测到的新信息。实验表明,该算法具有一定的实际意义,可应用于无人机导航及类似场景。

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