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Experimental Study of Multi-fractal Geometry on Electronic Medical Images Using Differential Box Counting

机译:用差分框数计算多分形几何对电子医学图像的实验研究

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This paper focuses on the effect of fractal dimension and lacunarity to measure the roughness of digital medical images that has been contaminated with varying intensities of Gaussian noise as additive noise, Periodic noise as multiplicative noise, and Poisson noise as distributive noise. The experimental study shows that the fractal dimension successfully reveals the roughness of an image, while lacunarity reveals homogeneity or heterogeneity of the image and differential box counting method provides both the fractal dimension and lacunarity values which helps in diagnosis of diseases.
机译:本文重点介绍了分形尺寸和空格性的效果,以衡量已被高斯噪声的变化强度污染的数字医学图像的粗糙度,作为附加噪声,作为乘法噪声的周期性噪声,以及作为分配噪声的泊松噪声。 实验研究表明,分形维数成功揭示了图像的粗糙度,而Levararity揭示了图像和差动盒计数方法的均匀性或异质性,其提供了有助于诊断疾病的分形尺寸和脉络度值。

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