A New Feature-preserving Nonlinear Anisotropic Diffusion Method for Image Denoising
Author(s) -
Zhen Qiu,
Yang Lei,
Weiping Lu
Publication year - 2011
Language(s) - English
Resource type - Conference proceedings
DOI - 10.5244/c.25.73
Subject(s) - anisotropic diffusion , noise reduction , feature (linguistics) , noise (video) , computer science , artificial intelligence , diffusion , filter (signal processing) , pattern recognition (psychology) , computer vision , nonlinear system , nonlinear filter , image restoration , non local means , bilateral filter , algorithm , distortion (music) , image (mathematics) , image denoising , image processing , physics , filter design , philosophy , linguistics , quantum mechanics , thermodynamics , amplifier , computer network , bandwidth (computing)
We present a new diffusion method for noise reduction and feature preservation. Presently, denoising methods commonly use a first-order derivative to detect edges in order to achieve a good balance between noise removal and feature preserving. However, if edges are partly lost to a certain extent or contaminated severely by noise, these methods may not be able to detect them and thus fail to preserve various features in images. To overcome this problem, we propose a new and more sophisticated feature detector by combining first- and second-order derivatives for a nonlinear anisotropic diffusion model. Numerical experiments show that the new diffusion filter outperforms many popular filters for denoising images containing edges, blobs and ridges and textures made of these features.
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