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A Multiple Linear Regression Based High-Accuracy Error Prediction Algorithm for Reversible Data Hiding

机译:基于多元线性回归的可逆数据隐藏的高精度误差预测算法

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In reversible data hiding, the higher embedding capacity and lower distortion are simultaneously expected. Hence, the precise and efficient error prediction algorithm is essential and crucial. In this paper, a high-performance error-prediction method based on Multiple Linear Regression (MLR) algorithm is proposed to improve the performance of Reversible Data Hiding (RDH). The MLR matrix function that indicates the inner correlations between the pixels and their neighbors is established adaptively according to the consistency of pixels in local area of a natural image, and thus the targeted pixel is predicted accurately with the achieved MLR function that satisfies the consistency of the neighboring pixels. Compared with conventional methods that only predict the targeted pixel with fixed predictors through simple arithmetic combination of its surroundings pixel, the proposed method can provide a sparser prediction-error image for data embedding, and thus improves the performance of RDH. Experimental results have shown that the proposed method outperform the state-of-the-art error prediction algorithms.
机译:在可逆数据隐藏中,同时预期较高的嵌入容量和更低的失真。因此,精确和有效的误差预测算法是必不可少的和至关重要的。在本文中,提出了一种基于多元线性回归(MLR)算法的高性能误差预测方法,提高可逆数据隐藏(RDH)的性能。指示像素和其邻居之间的内部相关性的MLR矩阵函数根据自然图像的局部像素的一致性自适应地建立,因此通过实现的MLR函数精确地预测目标像素,该函数满足符合的邻居像素。与通过其周围环境像素的简单算术组合仅通过简单的算术组合预测具有固定预测器的目标像素的传统方法相比,所提出的方法可以提供用于数据嵌入的稀疏预测误差图像,从而提高了RDH的性能。实验结果表明,所提出的方法优于最先进的误差预测算法。

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