Extending TMW for near lossless compression of greyscale images

B. Meyer, P. Tischer
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引用次数: 27

Abstract

We present a general purpose lossless greyscale image compression method, TMW, that is based on the use of linear predictors and implicit segmentation. We then proceed to extend the presented methods to cover near lossless image compression. In order to achieve competitive compression, the compression process is split into an analysis step and a coding step. In the first step, a set of linear predictors and other parameters suitable for the image is calculated, which is included in the compressed file and subsequently used for the coding step. This adaption allows TMW to perform well over a very wide range of image types. Other significant features of TMW are the use of a one-parameter probability distribution, probability calculations based on unquantized prediction values, blending of multiple probability distributions instead of prediction values, and implicit image segmentation. For lossless image compression, the method has been compared to CALIC on a selection of test images, and typically outperforms it by between 2 and 10 percent. For near lossless image compression, the method has been compared to LOCO (Weinberger et al. 1996). Especially for larger allowed deviations from the original image the proposed method can significantly outperform LOCO. In both cases the improvement in compression is achieved at the cost of considerably higher computational complexity.
扩展TMW以实现灰度图像的近无损压缩
我们提出了一种基于线性预测和隐式分割的通用无损灰度图像压缩方法TMW。然后,我们继续扩展所提出的方法,以涵盖近无损的图像压缩。为了实现竞争性压缩,将压缩过程分为分析步骤和编码步骤。在第一步中,计算一组适合图像的线性预测器和其他参数,这些参数包含在压缩文件中,随后用于编码步骤。这种适应允许TMW在非常广泛的图像类型上表现良好。TMW的其他显著特点是使用单参数概率分布,基于未量化预测值的概率计算,混合多个概率分布而不是预测值,以及隐式图像分割。对于无损图像压缩,该方法已经与CALIC在选择的测试图像上进行了比较,并且通常优于CALIC 2%到10%。对于接近无损的图像压缩,该方法与LOCO进行了比较(Weinberger et al. 1996)。特别是在允许与原始图像偏差较大的情况下,该方法的性能明显优于LOCO。在这两种情况下,压缩的改进都是以相当高的计算复杂度为代价的。
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