基于小波和自适应分数阶微分的图像增强方法

Yizheng Wang, Li Liu
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引用次数: 0

摘要

为了获得细节特征丰富、弱细节差异明显的图像,提出了一种基于小波和自适应分数阶微分的图像增强方法。根据微分盒计数法,可以得到分形维数和微分阶数。然后设计了去除水平方向、去除垂直方向和去除对角线方向的分数阶滤波器模板。为了提取更多的图像边缘信息,对时频分解的小波系数进行相应的模板处理,对处理后的小波系数进行重构和线性叠加,得到增强图像和边缘图像。实验结果表明,该方法能够非线性地保留图像的低频信息。该算法对高频边缘信息的增强和提取能力优于Tiansi算法和本文提到的其他改进算法。该方法还可以自适应确定理想的微分阶数,从而达到最佳的增强效果。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Image enhancement method based on wavelet and adaptive fractional differential
To acquire images with abundant detail features and obvious differences among weak details, an improved image enhancement method based on wavelet and adaptive fractional differential is proposed in this paper. According to differential box-counting method, the fractal dimension and the differential order can be obtained. Afterwards the fractional filter templates of removing the horizontal direction, removing the vertical direction and removing the diagonal direction are designed. For the sake of extracting more image edge information, the wavelet coefficients of time-frequency decomposition are processed by the corresponding templates, and the processed wavelet coefficients will be reconstructed and linearly superimposed to obtain the enhanced images and the edge images. The experimental results show that this improved method can preserve the low-frequency information of the image non-linearly. The ability to enhance and extract the high-frequency edge information is superior to that of Tiansi algorithm and other improved algorithms referred in this paper. The method can also determine the ideal differential order adaptively, thereby achieving the optimal enhancement effects.
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