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Reversible color-to-gray mapping using subband domain texturization

机译:使用子带域纹理化的可逆颜色到灰色映射

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摘要

The concept of reversible conversion of color images to gray ones has been recently introduced. Colors are mapped to textures and from the textures the receiver can recover the colors. This was done using the wavelet transform and replacing high-frequency subbands by the down-sampled chrominance planes. The idea is to print a color image with a black and white printer and, then, at a later time, to scan the document and recover colors. In this paper, we propose to use a more robust method, i.e. more resistant to the print-scan noise. We propose to use a largely redundant representation of the chrominance, embedding them into multiple subbands of a general subband transform. In other words, we spread the chrominance onto many subbands. We show theoretically that for minimizing the variance of the error caused by white noise, the chrominance should be replicated into many subbands and not linearly combined. We also demonstrate the method to find the best linear transform to embed the chrominance into the subbands in the more general case of colored noise. We carry a noise analysis to determine bounds to guide us on how many subbands into which to embed the chrominance. Experimental results were carried involving real printing and scanning, as well as using a simulated print-scan path.
机译:最近引入了将彩色图像可逆转换为灰度图像的概念。颜色映射到纹理,接收者可以从纹理中恢复颜色。这是使用小波变换并通过下采样的色度平面替换高频子带来完成的。这个想法是用黑白打印机打印彩色图像,然后在以后的时间扫描文档并恢复颜色。在本文中,我们建议使用更可靠的方法,即更耐打印扫描噪声。我们建议使用色度的大部分冗余表示,将它们嵌入到常规子带变换的多个子带中。换句话说,我们将色度扩展到许多子带上。我们从理论上证明,为使白噪声引起的误差变化最小,色度应复制到许多子带中,而不是线性组合。我们还演示了找到最佳线性变换的方法,以便在更一般的彩色噪声情况下将色度嵌入子带中。我们进行噪声分析以确定界限,以指导我们将色度嵌入到多少个子带中。进行了涉及实际打印和扫描以及使用模拟打印扫描路径的实验结果。

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