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A no-reference image quality assessment approach based on steerable pyramid decomposition using natural scene statistics

机译:基于自然场景统计的可控金字塔分解的无参考图像质量评估方法

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摘要

For majorities of no-reference image quality assessment (NRIQA) algorithms, prior knowledge about image distortion types is needed. However, the source distortions in the image are actually not given in most cases. In this paper, we propose a no-reference image quality assessment approach based on steerable pyramid decomposition using natural scene statistics without any prior knowledge about the distortions of the original image. Because the means of ( of) subband coefficient amplitudes (MLSCAs) of the natural images have certain statistical properties independent of their contents, a predicted MLSCAs based on these properties can be considered as a reference index for assessment. A subband distortion is then defined as the difference between the reference and the real MLSCA of the distorted image. As against most NRIQA algorithms that are distortion specific, the subband distortion determined is independent of distortion types. Therefore, the proposed method is capable of assessing the quality of a distorted image across multiple distortion categories without any prior knowledge about the distortions of the original image. Finally, a set of weights for each subband, trained from the subjective mean opinion scores in the LIVE image database, is used to combine the subband distortions into a quality score for evaluating the distorted images. Experimental results show that the proposed method outperforms five no-reference algorithms using natural scene statistics.
机译:对于大多数无参考图像质量评估(NRIQA)算法,需要有关图像失真类型的先验知识。但是,实际上在大多数情况下都不会给出图像中的源失真。在本文中,我们提出了一种基于转向金字塔分解的无参考图像质量评估方法,该方法使用自然场景统计数据,无需任何有关原始图像失真的先验知识。因为自然图像的子带系数幅度(MLSCA)的均值具有某些与其统计内容无关的统计属性,所以可以将基于这些属性的预测MLSCA视为评估的参考指标。然后,将子带失真定义为失真图像的参考值与实际MLSCA之间的差。与大多数特定于失真的NRIQA算法不同,确定的子带失真与失真类型无关。因此,所提出的方法能够在没有任何关于原始图像的失真的任何先验知识的情况下评估跨越多个失真类别的失真图像的质量。最后,从实况图像数据库中的主观平均意见得分中训练出来的每个子带的权重集合用于将子带失真合并为质量得分,以评估失真图像。实验结果表明,该方法优于自然场景统计的五种无参考算法。

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