Higher Order Polynomial Demosaicing

Jose-Juan Hernandez-Lopez, M. M. Flores-Barranco, M. Ibarra-Manzano, S. Ledesma-Orozco, D. Almanza-Ojeda
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引用次数: 0

Abstract

Traditional digital cameras use a single charged coupled device (CCD) to capture images. In order to capture all color components (RGB), a light filter is located between the lens and the sensor, to separate the light and capture only one of these colors per pixel, this filter is known as Bayer filter. The resultant image contains the coded color components in two green pixels, one red pixel and one blue pixel per quartet, and a demosaicing process is needed to recover the coded color components. In this paper, we propose a novel methodology to perform this demosaicing on Bayer images, utilizing a higher order polynomial interpolation. We evaluate the second and third order polynomial, but, any order polynomial is easily implementable. Finally, we compare our method against well known methods such as simple interpolation demosiacing and nearest neighbor.
高阶多项式反马赛克
传统的数码相机使用单个电荷耦合器件(CCD)来捕捉图像。为了捕获所有的颜色成分(RGB),一个滤光片位于镜头和传感器之间,以分离光,每像素只捕获这些颜色中的一种,这个滤光片被称为拜耳滤光片。得到的图像包含两个绿色像素、一个红色像素和一个蓝色像素的编码颜色分量,并且需要一个去马赛克过程来恢复编码的颜色分量。在本文中,我们提出了一种利用高阶多项式插值的新方法来对拜耳图像进行这种去马赛克。我们计算二阶和三阶多项式,但是,任何阶多项式都很容易实现。最后,将该方法与简单插值解调和最近邻解调等常用方法进行了比较。
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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