Toward recovering shape and motion of 3D curves from multi-view image sequences

R. Carceroni, Kiriakos N. Kutulakos
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引用次数: 9

Abstract

We introduce a framework for recovering the 3D shape and motion of unknown, arbitrarily-moving curves from two or more image sequences acquired simultaneously from distinct points in space. We use this framework to (1) identify ambiguities in the multi-view recovery of (rigid or nonrigid) 3D motion for arbitrary curves, and (2) identify a novel spatio-temporal constraint that couples the problems of 3D shape and 3D motion recovery in the multi-view case. We show that this constraint leads to a simple hypothesize-and-test algorithm for estimating 3D curve shape and motion simultaneously. Experiments performed with synthetic data suggest that, in addition to recovering 3D curve motion, our approach yields shape estimates of higher accuracy than those obtained when stereo analysis alone is applied to a multi-view sequence.
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从多视图图像序列中恢复三维曲线的形状和运动
我们引入了一个框架,用于从空间中不同点同时获得的两个或多个图像序列中恢复未知的任意移动曲线的三维形状和运动。我们使用该框架来(1)识别任意曲线(刚性或非刚性)三维运动的多视图恢复中的歧义,以及(2)识别在多视图情况下耦合三维形状和三维运动恢复问题的新的时空约束。我们表明,这一约束导致一个简单的假设和测试算法估计三维曲线形状和运动同时。用合成数据进行的实验表明,除了恢复3D曲线运动外,我们的方法产生的形状估计精度高于将立体分析单独应用于多视图序列时获得的形状估计精度。
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