Non-separable weighted median-cut quantization for images with sparse color histogram

W. Sae-Tang, Mika Sugiyama, M. Fujiyoshi, H. Kiya
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引用次数: 0

Abstract

Non-separable color reduction for color images is proposed in this paper. The proposed method befits high bit rate quantization in which, for example, a 24 bits per pixel (bpp) color image is quantized to an image with 18 bpp or more, while the conventional median-cut quantization gives huge quantization errors in such condition. This feature is useful in bit depth conversion for modern high bit depth images and is also useful in visually lossless compression. Moreover, by taking into account color histogram sparseness in which a few colors among huge possible colors are used, lossless quantization with a reasonable processing time is served by the proposed method, whereas the conventional vector quantization requires numerous processing time for lossless quantization.
稀疏颜色直方图图像的不可分加权中值分割量化
提出了一种用于彩色图像的不可分色彩还原方法。该方法适合于高比特率的量化,例如将24比特/像素(bpp)的彩色图像量化为18比特/像素或更高的图像,而传统的中值切割量化在这种情况下会产生巨大的量化误差。该特性在现代高位深图像的位深度转换中很有用,在视觉无损压缩中也很有用。此外,考虑到颜色直方图稀疏性,在大量可能的颜色中只使用少数颜色,该方法可以在合理的处理时间内实现无损量化,而传统的矢量量化需要大量的处理时间才能进行无损量化。
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