Abstract: This article is concerned with the method of diffusion modulation, which can be applied for various conventional partial differential equation (PDE)-based restoration models in order to effectively restore not only fine structures but also slow transitions. We in particular introduce the equalized net diffusion (END) which tries to equalize the anisotropic diffusion over a wide range of image content. Although the new reformulated models incorporating END are highly nonlinear, they can be simulated efficiently by adopting linearized stable numerical procedures. The END-incorporated models have outperformed over the basic (conventional) PDE-based models in both quality and efficiency. Key-Words: Image restoration, variational appro...
AbstractBy substituting an anisotropic diffusion operator for the isotropic Laplace operator in the ...
In this paper, an improved anisotropic nonlinear diffusion equation for image restoration is present...
A second-order nonlinear parabolic PDE-based restoration model is provided in this article. The prop...
none2A nonlinear diffusion based image denoising technique is introducted.noneBarbu T.; Favini A.Bar...
Anisotropic diffusion is a key concept in digital image denoising and restoration. To improve the an...
AbstractAn anisotropic diffusion-based image enhancement method is proposed in this article. The pro...
Removing noise effectively without destroying important fine structure is a challenging problem in i...
This article is concerned with effective numerical techniques for partial differential equation (PDE...
The anisotropic diffusion model plays an important role on image denoising and some other applicatio...
This study shows how partial differential equations can be employed to restore a digital image. It ...
When denoising with the method of Weickert's anisotropic diffusion equation, a lot of textures ...
In this paper a new partial differential equation based method is presented with a view to denoising...
Mathematical restoration models, in particular, total variation-based models can easily lose fine st...
We study an inhomogeneous partial differential equation which includes a separate edge detection par...
In this paper, an improved anisotropic nonlinear diffusion equation for image restoration is present...
AbstractBy substituting an anisotropic diffusion operator for the isotropic Laplace operator in the ...
In this paper, an improved anisotropic nonlinear diffusion equation for image restoration is present...
A second-order nonlinear parabolic PDE-based restoration model is provided in this article. The prop...
none2A nonlinear diffusion based image denoising technique is introducted.noneBarbu T.; Favini A.Bar...
Anisotropic diffusion is a key concept in digital image denoising and restoration. To improve the an...
AbstractAn anisotropic diffusion-based image enhancement method is proposed in this article. The pro...
Removing noise effectively without destroying important fine structure is a challenging problem in i...
This article is concerned with effective numerical techniques for partial differential equation (PDE...
The anisotropic diffusion model plays an important role on image denoising and some other applicatio...
This study shows how partial differential equations can be employed to restore a digital image. It ...
When denoising with the method of Weickert's anisotropic diffusion equation, a lot of textures ...
In this paper a new partial differential equation based method is presented with a view to denoising...
Mathematical restoration models, in particular, total variation-based models can easily lose fine st...
We study an inhomogeneous partial differential equation which includes a separate edge detection par...
In this paper, an improved anisotropic nonlinear diffusion equation for image restoration is present...
AbstractBy substituting an anisotropic diffusion operator for the isotropic Laplace operator in the ...
In this paper, an improved anisotropic nonlinear diffusion equation for image restoration is present...
A second-order nonlinear parabolic PDE-based restoration model is provided in this article. The prop...