首页> 外文期刊>Optik: Zeitschrift fur Licht- und Elektronenoptik: = Journal for Light-and Electronoptic >A modified approach to estimate fractal dimension of gray scale images
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A modified approach to estimate fractal dimension of gray scale images

机译:一种改进的灰度图像分形维数的方法

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Fractal dimension (FD) is an important feature of fractal geometry to identify surface roughness of digital images. In this regard many methods were presented, among which differential box counting (DBC) method is a commonly used technique to estimate fractal dimension (surface roughness) of digital images. This paper presents modified version of differential box counting technique that addresses three issues found in original DBC; such as minimum roughness variation, computational error and similar fractal dimension (FD) evaluated either by incrementing or decrementing constant value to each intensity points. Based upon these three issues, our proposed method is better than the existing methods like DBC, relative DBC (RDBC) and improved DBC (IDBC). The improved version is achieved by subtracting the minimum intensity value from average intensity value on each grid. The subtraction of the minimum gray level of the block rather than zero gray level is used as a correction factor for accurate estimation of fractal dimension. The proposed methodology was demonstrated on real brodatz texture data base images, smooth images and synthetic texture like images. It shows that our improved method covers all objects with wider range of fractal dimension as compared to the existing methods. (C) 2018 Elsevier GmbH. All rights reserved.
机译:分形尺寸(FD)是分形几何的重要特征,以识别数字图像的表面粗糙度。在这方面,呈现了许多方法,其中差分框计数(DBC)方法是常用的技术来估计数字图像的分形尺寸(表面粗糙度)。本文介绍了差分框计数技术的修改版本,解决了原始DBC中发现的三个问题;例如通过将恒定值递增或递减到每个强度点来评估最小粗糙度变化,计算误差和类似的分形尺寸(FD)。基于这三个问题,我们所提出的方法优于DBC,相对DBC(RDBC)和改进的DBC(IDBC)等现有方法。通过从每个网格上的平均强度值中减去最小强度值来实现改进的版本。块的最小灰度级别的减法而不是零灰度级别用作准确估计分形维数的校正因子。在真正的Brodatz纹理数据库图像上证明了所提出的方法,平滑图像和合成纹理如图像。它表明,与现有方法相比,我们的改进方法覆盖了具有更宽范围的分形尺寸的物体。 (c)2018年Elsevier GmbH。版权所有。

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