An Evaluation Methodology for Stereo Correspondence Algorithms

I. Cabezas, M. Trujillo, M. Florian
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引用次数: 6

Abstract

A comparison of stereo correspondence algorithms can be conducted by a quantitative evaluation of disparity maps. Among the existing evaluation methodologies, the Middlebury’s methodology is commonly used. However, the Middlebury’s methodology has shortcomings in the evaluation model and the error measure. These shortcomings may bias the evaluation results, and make a fair judgment about algorithms accuracy difficult. An alternative, the A∗ methodology is based on a multiobjective optimisation model that only provides a subset of algorithms with comparable accuracy. In this paper, a quantitative evaluation of disparity maps is proposed. It performs an exhaustive assessment of the entire set of algorithms. As innovative aspect, evaluation results are shown and analysed as disjoint groups of stereo correspondence algorithms with comparable accuracy. This innovation is obtained by a partitioning and grouping algorithm. On the other hand, the used error measure offers advantages over the error measure used in the Middlebury’s methodology. The experimental validation is based on the Middlebury’s test-bed and algorithms repository. The obtained results show seven groups with different accuracies. Moreover, the topranked stereo correspondence algorithms by the Middlebury’s methodology are not necessarily the most accurate in the proposed methodology.
一种立体对应算法的评价方法
通过对视差图的定量评价,可以对立体对应算法进行比较。在现有的评价方法中,米德尔伯里的方法是常用的。然而,米德尔伯里的方法在评估模型和误差测量方面存在不足。这些缺点可能会对评价结果产生偏差,使对算法准确性的公正判断变得困难。另一种选择,A *方法基于多目标优化模型,该模型仅提供具有可比精度的算法子集。本文提出了一种视差图的定量评价方法。它对整个算法集进行了详尽的评估。作为创新的方面,评价结果显示和分析为不相交组立体对应算法具有相当的精度。这种创新是通过划分和分组算法实现的。另一方面,所使用的误差测量比米德尔伯里方法中使用的误差测量具有优势。实验验证基于Middlebury的测试平台和算法库。得到的结果有7组精度不同的组。此外,米德尔伯里大学方法论中排名靠前的立体对应算法在提出的方法论中并不一定是最准确的。
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