昆明理工大学信息工程与自动化学院
纸质出版:2017
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[1]邵党国,周婷,刘帆,易三莉,相艳,马磊.基于分数阶微分的超声斑点去噪[J].传感器与微系统,2017,36(09):139-142.
SHAO Dang-guo, ZHOU Ting, LIU Fan, et al. Ultrasonic speckle denoising based on fractional order differentiation[J]. 2017, 36(9): 139-142.
[1]邵党国,周婷,刘帆,易三莉,相艳,马磊.基于分数阶微分的超声斑点去噪[J].传感器与微系统,2017,36(09):139-142. DOI: 10.13873/J.1000-9787(2017)09-0139-04.
SHAO Dang-guo, ZHOU Ting, LIU Fan, et al. Ultrasonic speckle denoising based on fractional order differentiation[J]. 2017, 36(9): 139-142. DOI: 10.13873/J.1000-9787(2017)09-0139-04.
为了保留更多的纹理信息
构建了基于具有阻止扩散的梯度阈值k
和分数阶微分的阶数v平衡关系的分数偏微分方程的图像去噪模型
其有效结合了分数微积分理论和偏微分方程方法
并通过分数微分掩模算子实现了数值。超声体模信验和体内成像表明:基于分数阶微分的各向异性扩散方法可以提高组织的信噪比(SNR)和超声图像的质量。
In order to preserve more texture information
the image denoising model based on fractional partial differential equations with balance relation between gradient threshold which prevents diffusion k and order number of fractional order differentiation v is constructed by effective combination of fractional calculus theory and partial differential equations method
and numerical is achieved using fractional differential mask operator. Ultrasound phantom testing and in vivo imaging show that the proposed method can improve the quality of an ultrasound image in terms of tissue SNR.
双边非局部均值滤波图像去噪算法 [J]. 韩震,王红斌,余正涛,朱映柔. 传感器与微系统 . 2016(06)
PDE模型在声纳图像去噪中的应用研究 [J]. 刘光宇,卞红雨,沈郑燕,石红. 传感器与微系统 . 2012(02)
一种基于新的小波阈值函数的图像去噪方法 [J]. 黄一鹤. 传感器与微系统 . 2011(09)
Fractional differential approach to detecting textural features of digital image and its fractional differential filter implementation [J]. PU YiFei1,2,3,4,WANG WeiXing2,ZHOU JiLiu1,5,WANG YiYang5 & JIA HuaDing1 1 School of Computer Science and Technology,Sichuan University,Chengdu 610064,China;2 School of Electronic Engineering,University of Electronic Science and Technology of China,Chengdu 610054,China;3 Academie des Sciences de l’Institue de France,28,rue Saint-Dominique,75007 Paris,France;4 Laboratoire de l’IADI ERI(INSERM-UHP) au CHU de Nancy Brabois,Université Henri Poincaré(Nancy I) ,54511 Vandoeuvre les Nancy France;5 School of Electronics and Information,Sichuan University,Chengdu 610064,China. Science in China(Series F:Information Sciences) . 2008(09)
Fractional Differential-Based Approach for CT Image Enhancement [J] . Huan Zhang,Xu Zhang,Jun Guo Ma. Advanced Materials Research . 2013 (634)
An Adaptive Strategy for the Restoration of Textured Images using Fractional Order Regularization [J] . R. H. Chan,A. Lanza,S. Morigi,F. Sgallari. Numerical Mathematics: Theory, Methods and Applic . 2013 (1)
An Improved Grunwald-Letnikov Fractional Differential Mask for Image Texture Enhancement [J] . Vishwadeep Garg,Kulbir Singh. International Journal of Advanced Computer Science and Applications . 2012 (3)
A Novel Image Denoising Algorithm Based on Riemann-Liouville Definition [J] . Jinrong HU,Yifei Pu,Jiliu Zhou. Journal of Computers . 2011 (7)
A class of fractional-order multi-scale variational models and alternating projection algorithm for image denoising [J] . Zhang Jun,Wei Zhihui. Applied Mathematical Modelling . 2010 (5)
Aggressive region growing for speckle reduction in ultrasound images [J] . Yan Chen,Ruming Yin,Patrick Flynn,Shira Broschat. Pattern Recognition Letters . 2002 (4)
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