AbstractTotal variation minimisation is a well-established method for digital image restoration. Its implicit preservation of edges permits the derivation of anisotropic models for a qualitative improvement at corners. This paper is a synopsis of anisotropic models with state-of-the-art insights into the numerics of isotropic models. We generalise two representative models from both branches of research. This formulation leads to a general convergent algorithm and a general highly efficient algorithm which apply for both cases. A transfer of the discretisation from the anisotropic model to the isotropic setting results in an improvement of rotational invariance
In this paper, we present a denoising model based on the variation approach. To better denoise and p...
This report relates to the field of image restorations and features extracting from noisy and blurr...
We present an anisotropic extension of the isotropic osmosis model that has been introduced by Weick...
AbstractTotal variation minimisation is a well-established method for digital image restoration. Its...
We propose a new space-variant anisotropic regular ization term for variational image restoration, b...
In this thesis we consider a particular kind of edge-enhancing image restoration method based on tot...
We propose a new space-variant anisotropic regular ization term for variational image restoration, b...
In this paper, we present a new color image regularization method using a rotating smoothing filter....
In this paper, we present a new color image regularization method using a rotating smoothing filter....
In this paper, we present a new color image regularization method using a rotating smoothing filter....
AbstractHere we examine the partial regularity of minimizers of a functional used for image restorat...
Second order total variation (SOTV) models have advantages for image restoration over their first or...
AbstractA new anisotropic diffusion model is proposed for image restoration and segmentation, which ...
Second order total variation (SOTV) models have advantages for image restoration over their first or...
We aim at constructing solutions to the minimizing problem for the variant of the Rudin-Osher-Fatemi...
In this paper, we present a denoising model based on the variation approach. To better denoise and p...
This report relates to the field of image restorations and features extracting from noisy and blurr...
We present an anisotropic extension of the isotropic osmosis model that has been introduced by Weick...
AbstractTotal variation minimisation is a well-established method for digital image restoration. Its...
We propose a new space-variant anisotropic regular ization term for variational image restoration, b...
In this thesis we consider a particular kind of edge-enhancing image restoration method based on tot...
We propose a new space-variant anisotropic regular ization term for variational image restoration, b...
In this paper, we present a new color image regularization method using a rotating smoothing filter....
In this paper, we present a new color image regularization method using a rotating smoothing filter....
In this paper, we present a new color image regularization method using a rotating smoothing filter....
AbstractHere we examine the partial regularity of minimizers of a functional used for image restorat...
Second order total variation (SOTV) models have advantages for image restoration over their first or...
AbstractA new anisotropic diffusion model is proposed for image restoration and segmentation, which ...
Second order total variation (SOTV) models have advantages for image restoration over their first or...
We aim at constructing solutions to the minimizing problem for the variant of the Rudin-Osher-Fatemi...
In this paper, we present a denoising model based on the variation approach. To better denoise and p...
This report relates to the field of image restorations and features extracting from noisy and blurr...
We present an anisotropic extension of the isotropic osmosis model that has been introduced by Weick...