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Colour-to-Greyscale Image Conversion by Linear Anisotropic Diffusion of Perceptual Colour Metrics

机译:通过线性各向异性传播感知颜色度量的颜色 - 灰度图像转换

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We present an algorithm for conversion of colour images to greyscale. The underlying idea is that local perceptual colour differences in the colour image should translate into local differences in greylevel in the greyscale image. This is obtained by constructing a gradient for the greyscale image from the eigenvalues and eigenvectors of the structure tensor of the colour image, which, in turn, is computed by means of perceptual colour difference metrics. The greyscale image is then constructed from the gradient by means of linear anisotropic diffusion, where the diffusion tensor is constructed from the same structure tensor. By means of psychometric experiments, it is found that the algorithm gives the most accurate image reproduction when used with the ΔE_(99) colour metric, and that it performs at the level of, or better than, other state-of-the-art spatial algorithms. Surprisingly, the only algorithm that can compete in terms of accuracy is a simple luminance map computed as the L~* channel of the image represented in the CIELAB colour space.
机译:我们提出了一种将彩色图像转换为灰度算法。潜在的想法是彩色图像中的局部感知颜色差异应该转化为灰度图像中的格雷格尔的局部差异。这是通过构造来自彩色图像的结构张量的特征值和特征向量来构建灰度图像的梯度而获得的,这又通过感知色差度计算来计算。然后通过线性各向异性扩散从梯度构造灰度图像,其中扩散张量由相同的结构张量构成。通过心理测量实验,发现该算法在与ΔE_(99)颜色度量一起使用时提供最精确的图像再现,并且它以其他最先进的级别执行或更好地执行空间算法。令人惊讶的是,可以在精度方面竞争的唯一算法是计算为CIELAB颜色空间中表示的图像的L〜*通道的简单亮度映射。

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