图像灰度变化的改进差分盒计数方法研究

Kexue Lai, Cancan Li, Tao He, Lang Chen, Kun Yu, Weisong Zhou
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引用次数: 12

摘要

分形维数作为衡量图像粗糙度的重要参数,已广泛应用于图像分类、识别和分割等领域。在分形维数的计算方法中,微分盒计数法被广泛应用于分形维数的估计。然而,对于灰度值较小的图像,该方法不能准确地计算出分形维数。针对这一问题,本文提出了一种改进的基于盒高h′的差分计数方法。为了验证改进算法的优越性,分别利用DBC、RDBC、SDBC和改进DBC对不同灰度的随机图像和不同尺寸的纹理图像进行分形维数估计,并进行比较。实验结果表明:改进的差分盒计数方法对于不同灰度的随机图像具有更好的稳定性。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Study on an improved differential box-counting approach for gray-level variation of images
The fractal dimension, an important parameter as a measure of roughness of image, has been widely utilized to image classification, recognition and segmentation etc. Differential box-counting approach is widely applied to estimate fractal dimension in the calculation approaches of fractal dimension. However, this approach can not accurately calculate fractal dimension of image which have smaller gray level. In response to the issue, this paper proposes an improved differential box-counting method on the height h' of box. In order to verify the superiority of the improved algorithm, DBC, RDBC, SDBC and improved DBC are separately utilized to estimate fractal dimensions of random images with different gray levels and texture image with different sizes, and then to compare. Experimental results demonstrate that: improved differential box-counting approach is more stable for random images with different gray levels.
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