Shading-Based Image Intrinsics: Derivation and Potential Applications

M. El-Melegy
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Abstract

Shape from shading (SFS) is a classic problem in computer vision, which aims to infer the shape of an object from its shading information in a single image. Since this problem is ill-posed, a number of assumptions have been used extensively in the computer vision community for the SFS problem, such as orthographic projection, Lambertian reflectance model, single light source, and constant surface albedo. In this paper, starting with this typical set of assumptions, we derive new image intrinsic values based on image shading information. We validated the obtained intrinsic values on hundreds of real and synthetic images. Furthermore, we study the effect of intensity and geometric non-linearities (e.g., gamma correction and lens distortion) on the derived image intrinsics. One important application of this study is the possibility of using the image intrinsics to undo some effects of these non-linearities or to correct input images in order to obtain better SFS results
基于阴影的图像本质:推导和潜在应用
阴影形状提取(Shape from shading, SFS)是计算机视觉中的一个经典问题,旨在从单个图像中的阴影信息推断出物体的形状。由于该问题是不适定的,因此在计算机视觉界广泛使用了一些假设来解决SFS问题,如正交投影、兰伯特反射率模型、单一光源和恒定表面反照率。本文从这组典型的假设出发,基于图像阴影信息推导出新的图像固有值。我们在数百张真实和合成图像上验证了所获得的内在值。此外,我们还研究了强度和几何非线性(例如伽马校正和透镜畸变)对衍生图像本征的影响。本研究的一个重要应用是可能使用图像的本征来撤消这些非线性的一些影响或纠正输入图像,以获得更好的SFS结果
本文章由计算机程序翻译,如有差异,请以英文原文为准。
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