数字半调作为2-D δ - σ调制

T. Kite, B. Evans, A. Bovik, T. L. Sculley
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引用次数: 52

摘要

数字半调的误差扩散算法在形式上相当于噪声整形反馈编码器,即一类δ - σ调制器。已知量化误差的白噪声假设为假;事实上,量化器误差与输入图像高度相关。为了解释这种相关性,我们对量化器使用增益模型。该模型准确地预测了各种误差扩散方案引起的边缘锐化和噪声整形。它还允许将误差扩散扩展到过采样图像。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Digital halftoning as 2-D delta-sigma modulation
The error diffusion algorithm for digital halftoning is equivalent in form to a noise-shaping feedback coder, a class of delta-sigma modulator. The white noise assumption of the quantizer error is known to be false; in fact, the quantizer error is seen to be highly correlated with the input image. To account for this correlation, we use a gain model for the quantizer. This model accurately predicts the edge sharpening and noise shaping caused by all error diffusion schemes. It also permits an extension of error diffusion to oversampled imagery.
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