PM-Huber:用Huber正则化进行立体匹配的PatchMatch

Philipp Heise, S. Klose, B. Jensen, Alois Knoll
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引用次数: 160

摘要

大多数立体对应算法在整数值视差处匹配支持窗口,并在支持窗口内假定视差值恒定。最近Bleyer等人提出的Patch Match立体算法通过直接估计平面,克服了以往算法的这一局限性。这项工作提出了一种方法,将Patch匹配立体算法集成到使用二次松弛的变分平滑公式中。所得到的算法允许使用估计的平面参数对视差和法向梯度进行显式正则化。在Middlebury基准测试中的评估表明,我们的方法在亚像素精确视差估计方面优于传统的整数值视差策略以及原始算法及其变体。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
PM-Huber: PatchMatch with Huber Regularization for Stereo Matching
Most stereo correspondence algorithms match support windows at integer-valued disparities and assume a constant disparity value within the support window. The recently proposed Patch Match stereo algorithm by Bleyer et al. overcomes this limitation of previous algorithms by directly estimating planes. This work presents a method that integrates the Patch Match stereo algorithm into a variational smoothing formulation using quadratic relaxation. The resulting algorithm allows the explicit regularization of the disparity and normal gradients using the estimated plane parameters. Evaluation of our method in the Middlebury benchmark shows that our method outperforms the traditional integer-valued disparity strategy as well as the original algorithm and its variants in sub-pixel accurate disparity estimation.
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