一种利用低分辨率(Kinect)图像进行高效深度分割的新算法

S. A. A. Shah, Bennamoun, F. Boussaid
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引用次数: 9

摘要

目标分割是计算机视觉中的一个基础研究课题。目前,仅对物体的颜色信息进行分割一直是研究的重点,随着低成本的颜色加距离传感器的出现,深度分割正受到人们的广泛关注。提出了一种新的深度分割算法。该方法利用二维矢量场的发散度对深度图中的三维物体进行分割。对于使用低分辨率Kinect传感器获取的给定深度图像,首先在距离图像的每个点处计算二维矢量场。然后通过计算二维矢量场的散度将深度图转换为div图。后者将向量场映射到标量场。发散值在三维物体表面轮廓上的变化有助于提取物体的边界。最后,通过对div映射应用阈值来从背景中分割3D对象来完成深度分割。除了去除背景外,所提出的技术还将物体从物体所在的表面分割出来。在低分辨率Washington RGB-D (Kinect)对象数据集上进行了测试。初步实验结果表明,与目前基于图的深度分割算法相比,该算法的深度分割效果更好。该技术的计算效率也比后者高出40%。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
A novel algorithm for efficient depth segmentation using low resolution (Kinect) images
Object segmentation is a fundamental research topic in computer vision. While, only the color information for object segmentation has been the main focus of research, with the availability of low cost color plus range sensors, depth segmentation is now attracting significant attention. This paper presents a novel algorithm for depth segmentation. The proposed technique exploits the divergence of the 2D vector field to segment three-dimensional (3D) object in the depth maps. For a given depth image acquired using a low resolution Kinect sensor, a 2D vector field is computed first at each point of the range image. The depth map is then converted to the div map by computing the 2D vector field's divergence. The latter maps the vector field to a scalar field. The variation of divergence values over the surface contour of the 3D object helps to extract its boundaries. Finally, the depth segmentation is accomplished by applying a threshold to the div map to segment 3D object from the background. In addition to removing the background, the proposed technique also segments the object from the surface on which the object is positioned. The proposed technique was tested on low resolution Washington RGB-D (Kinect) object dataset. Preliminary experimental results suggest that the proposed algorithm achieves better depth segmentation compared to state-of-the art graph-based depth segmentation. The proposed technique also outperforms the latter by achieving 40% higher computational efficiency.
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