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Factorization of View-Object Manifolds for Joint Object Recognition and Pose Estimation

机译:用于联合目标识别的视 - 对象流形的因式分解   姿势估计

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摘要

Due to large variations in shape, appearance, and viewing conditions, objectrecognition is a key precursory challenge in the fields of object manipulationand robotic/AI visual reasoning in general. Recognizing object categories,particular instances of objects and viewpoints/poses of objects are threecritical subproblems robots must solve in order to accurately grasp/manipulateobjects and reason about their environments. Multi-view images of the sameobject lie on intrinsic low-dimensional manifolds in descriptor spaces (e.g.visual/depth descriptor spaces). These object manifolds share the same topologydespite being geometrically different. Each object manifold can be representedas a deformed version of a unified manifold. The object manifolds can thus beparameterized by its homeomorphic mapping/reconstruction from the unifiedmanifold. In this work, we develop a novel framework to jointly solve the threechallenging recognition sub-problems, by explicitly modeling the deformationsof object manifolds and factorizing it in a view-invariant space forrecognition. We perform extensive experiments on several challenging datasetsand achieve state-of-the-art results.
机译:由于形状,外观和观看条件的巨大差异,对象识别通常是对象操纵和机器人/ AI视觉推理领域中的主要先验挑战。识别对象类别,对象的特定实例以及对象的视点/姿势是机器人必须解决的三个关键子问题,以便准确地掌握/操纵对象及其环境原因。同一对象的多视图图像位于描述符空间(例如视觉/深度描述符空间)中的固有低维流形上。尽管几何上不同,但这些对象歧管共享相同的拓扑。每个对象歧管可以表示为统一歧管的变形形式。因此,对象流形可以通过统一流形的同胚映射/重构进行参数化。在这项工作中,我们通过明确地建模对象流形的变形并将其分解为视图不变的空间进行识别,从而开发出一种新颖的框架来共同解决三个具有挑战性的识别子问题。我们对几个具有挑战性的数据集进行了广泛的实验,并获得了最新的结果。

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