模拟退火的无损压缩

R. Bowen-Wright, K. Sayood
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引用次数: 5

摘要

只提供摘要形式。线性预测方案是无损图像压缩中最简单的技术之一。尽管它们很简单,但它们已被证明具有惊人的效率。目前的JPEG图像编码标准在其无损模式下使用线性预测编码器。预测编码最初用于有损压缩技术,如差分脉冲编码调制(DPCM)。在这些技术中,对预测误差进行量化,并将量化后的值传输给接收机。为了减小量化误差,必须减小预测误差方差。因此,生成“最佳”预测系数的技术通常试图最小化某些预测误差方差的度量。在无损压缩中,目标是最小化预测误差的熵,因此,旨在最小化预测误差方差的技术可能不适合获得预测系数。我们试图通过最小化预测误差的一阶熵来获得无损图像压缩的预测系数。我们使用模拟退火来执行最小化。提高线性预测技术性能的一种方法是首先重新映射像素值,使重新映射图像的直方图中不包含“洞”。
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Lossless compression by simulated annealing
Summary form only given. Linear predictive schemes are some of the simplest techniques in lossless image compression. In spite of their simplicity they have proven to be surprisingly efficient. The current JPEG image coding standard uses linear predictive coders in its lossless mode. Predictive coding was originally used in lossy compression techniques such as differential pulse code modulation (DPCM). In these techniques the prediction error is quantized, and the quantized value transmitted to the receiver. In order to reduce the quantization error it was necessary to reduce the prediction error variance. Therefore techniques for generating "optimum" predictor coefficients generally attempt to minimize some measure of the prediction error variance. In lossless compression the objective is to minimize the entropy of the prediction error, therefore techniques geared to minimizing the variance of the prediction error may not be best suited for obtaining the predictor coefficients. We have attempted to obtain the predictor coefficient for lossless image compression by minimizing the first order entropy of the prediction error. We have used simulated annealing to perform the minimization. One way to improve the performance of linear predictive techniques is to first remap the pixel values such that a histogram of the remapped image contains no "holes" in it.
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