We propose a texture analysis method based on Renyi's generalized entropies. The method aims at identifying texels in regular textures by searching for the smallest window through which the minimum number of different visual patterns is observed when moving the window over a given texture. The results show that any of Renyi's entropies can be used for texel identification. However. the second order entropy, due to its robust estimation, is the most reliable. The main advantages of the proposed method are its robustness and its flexibility. We illustrate the usefulness and the effectiveness of the method in a texture synthesis application
Abstract. This paper presents a new, simple approach for rotation and histogram equalization invaria...
The Boltzmann–Gibbs and Tsallis entropies are essential concepts in statistical physics, which have ...
We introduce an integral transform of wavelet type, which we call Dynamical Integral Transform, a...
We propose a texture analysis method based on Rényi’s generalized entropies. The method aims at iden...
We propose a texture analysis method based on Rényi’s entropies. The method aims at identifying texe...
Abstract. Texture periodicity and texture element (texel) size are important characteristics for tex...
This paper investigates R'enyi's generalized entropies under linear and nonlinear scale-sp...
International audienceTwo-dimensional sample entropy (SampEn2D) has been recently proposed to quanti...
This work proposes a novel texture descriptor based on fractal theory. The method is based on the Bo...
This paper deals with an entropic approach as unsupervised thresholding technique for image processi...
This paper presents a robust method for defect detection in textures, entropy-based automatic select...
Image is made of up pixels that contain some information. The dossier load of an image is measured b...
WOS: 000269681400006We propose a generalized entropy maximization procedure, which takes into accoun...
Abstract: Finite series expansion methods are applied to the texture problem of recovering an orient...
This article proposes a general theory and methodology, called the minimax entropy principle, for b...
Abstract. This paper presents a new, simple approach for rotation and histogram equalization invaria...
The Boltzmann–Gibbs and Tsallis entropies are essential concepts in statistical physics, which have ...
We introduce an integral transform of wavelet type, which we call Dynamical Integral Transform, a...
We propose a texture analysis method based on Rényi’s generalized entropies. The method aims at iden...
We propose a texture analysis method based on Rényi’s entropies. The method aims at identifying texe...
Abstract. Texture periodicity and texture element (texel) size are important characteristics for tex...
This paper investigates R'enyi's generalized entropies under linear and nonlinear scale-sp...
International audienceTwo-dimensional sample entropy (SampEn2D) has been recently proposed to quanti...
This work proposes a novel texture descriptor based on fractal theory. The method is based on the Bo...
This paper deals with an entropic approach as unsupervised thresholding technique for image processi...
This paper presents a robust method for defect detection in textures, entropy-based automatic select...
Image is made of up pixels that contain some information. The dossier load of an image is measured b...
WOS: 000269681400006We propose a generalized entropy maximization procedure, which takes into accoun...
Abstract: Finite series expansion methods are applied to the texture problem of recovering an orient...
This article proposes a general theory and methodology, called the minimax entropy principle, for b...
Abstract. This paper presents a new, simple approach for rotation and histogram equalization invaria...
The Boltzmann–Gibbs and Tsallis entropies are essential concepts in statistical physics, which have ...
We introduce an integral transform of wavelet type, which we call Dynamical Integral Transform, a...