One major problem of objective Image Quality Assessment (IQA) methods is the lack of linearity of their quality estimates with respect to scores expressed by human subjects. For this reason, usually IQA metrics undergo a calibration process based on subjective quality examples. However, example-based training makes generalization problematic, hampering result comparison across different applications and operative conditions. In this paper, new Full Reference (FR) techniques, providing estimates linearly correlated with human scores without using calibration are introduced. To reach this objective, these techniques are deeply rooted on principles and theoretical constraints. Restricting the interest on the IQA of the set of natural images, it is first recognized that application of estimation theory and psycho physical principles to images degraded by Gaussian blur leads to a so-called canonical IQA method, whose estimates are not only highly linearly correlated to subjective scores, but are also straightforwardly related to the Viewing Distance (VD). Then, it is shown that mainstream IQA methods can be reconducted to the canonical method applying a preliminary metric conversion based on a unique specimen image. The application of this scheme is then extended to a significant class of degraded images other than Gaussian blur, including noisy and compressed images. The resulting calibration-free FR IQA methods are suited for applications where comparability and interoperability across different imaging systems and on different VDs is a major requirement. A comparison of their statistical performance with respect to some conventional calibration prone methods is finally provided.
翻译:客观的图像质量评估(IQA)方法的一个主要问题是,在人类标本的评分方面,其质量估计缺乏一致性,这是客观的图像质量评估(IQA)方法的一个主要问题。为此原因,IQA衡量标准通常根据主观质量实例进行校准过程。然而,以实例为基础的培训使得笼统化成问题,妨碍在不同应用和操作条件下进行结果比较。在本文中,采用了新的全面参考技术,在不使用校准的情况下提供与人类得分的线性相关估计。为了实现这一目标,这些技术深深植根于原则和理论限制。限制对一套自然图像的IQA的兴趣,首先认识到对高斯模糊的图像应用估算理论和心理物理原则会导致所谓的常规性IQA方法,其估计不仅与主观得分高度直线相关,而且直接地与 " 观察距离 " (VD)相关。然后,表明主流的IQA方法可以重新采用基于独特标本图像的初步衡量方法。随后,将估算理论和心理物理原则原则应用于高比高的图像。随后,在高压性模型上,将采用高压和低度法则比低的图像。