一种用于图像分割的无监督评价和排序的概率框架

M. Jaber, S. R. Vantaram, E. Saber
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引用次数: 2

摘要

本文提出了一种用于图像分割质量无监督评价的贝叶斯网络框架。这种图像理解算法利用一组给定的分割图(Segmentation Maps, SMs),从目标图像的未分割到过度分割的结果,来识别语义上有意义的分割图,并根据它们在图像处理和计算机视觉系统中的适用性对这些分割图进行排序。从Berkeley分割数据集中获取的图像及其相应的SMs用于训练和测试所提出的算法。使用低层次的局部和全局图像特征来定义最优的BN结构并估计其节点之间的推断。此外,给定测试图像的几个SMs,使用最优BN来估计给定映射是该图像最有利分割的概率。该算法在一组单独的图像上进行评估(这些图像都不包括在训练集中),其中排名的SMs(根据所提出的算法估计的可接受分割的概率)与人类观察者生成的真实地图进行比较。采用归一化概率兰德(NPR)指标作为客观指标来量化算法的性能。该算法被设计为各种自下而上的图像处理框架(如基于内容的图像检索和兴趣区域检测)的预处理模块。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
A probabilistic framework for unsupervised evaluation and ranking of image segmentations
In this paper, a Bayesian Network (BN) framework for unsupervised evaluation of image segmentation quality is proposed. This image understanding algorithm utilizes a set of given Segmentation Maps (SMs) ranging from under-segmented to over-segmented results for a target image, to identify the semantically meaningful ones and rank the SMs according to their applicability in image processing and computer vision systems. Images acquired from the Berkeley segmentation dataset along with their corresponding SMs are used to train and test the proposed algorithm. Low-level local and global image features are employed to define an optimal BN structure and to estimate the inference between its nodes. Furthermore, given several SMs of a test image, the optimal BN is utilized to estimate the probability that a given map is the most favorable segmentation for that image. The algorithm is evaluated on a separate set of images (none of which are included in the training set) wherein the ranked SMs (according to their probabilities of being acceptable segmentation as estimated by the proposed algorithm) are compared to the ground-truth maps generated by human observers. The Normalized Probabilistic Rand (NPR) index is used as an objective metric to quantify our algorithm's performance. The proposed algorithm is designed to serve as a pre-processing module in various bottom-up image processing frameworks such as content-based image retrieval and region-of-interest detection.
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