International audienceTo prepare images for better segmentation, we need preprocessing applications, such as smoothing, to reduce noise. In this paper, we present an enhanced computation method for smoothing 2D object in binary case. Unlike existing approaches, proposed method provides a parallel computation and better memory management, while preserving the topology (number of connected components) of the original image by using homotopic transformations defined in the framework of digital topology. We introduce an adapted parallelization strategy called split, distribute and merge (SDM) strategy which allows efficient parallelization of a large class of topological operators. To achieve a good speedup and better memory allocation, we care...
This thesis proposes new thinning algorithms for 2D or 3D images according to two approaches using e...
International audienceIn miscellaneous applications of image treatment, thinning and crest restoring...
In this paper, we present how 3D split and merge segmentation using topological and geometrical stru...
International audienceTo prepare images for better segmentation, we need preprocessing applications,...
International audienceSmoothing filter is the method of choice for image preprocessing and pattern r...
International audienceIn this paper, we present a concurrent implementation of a powerful topologica...
International audienceWe introduce the homotopic alternating sequential filter as a new method for s...
Topological features of an object are fundamental in image processing. In many applications,includin...
Image processing is a fundamental operation in many real time applications, where lots of parallelis...
Smoothing is often used in Digital Imagery to reduce noise within an image. In this paper we presen...
Algebraic Topology has been proved to be an useful tool to be used in image processing. In this case...
Smoothing and noise reduction of images is often an important first step in image processing applicat...
Shrinking is a frequently used preprocessing step in image processing. This paper presents an effici...
This work develops some algorithms for efficient implementation of mean and separable median filters...
We present new thinning algorithms to compute the digital skeletons of binary 2D images. Starting fr...
This thesis proposes new thinning algorithms for 2D or 3D images according to two approaches using e...
International audienceIn miscellaneous applications of image treatment, thinning and crest restoring...
In this paper, we present how 3D split and merge segmentation using topological and geometrical stru...
International audienceTo prepare images for better segmentation, we need preprocessing applications,...
International audienceSmoothing filter is the method of choice for image preprocessing and pattern r...
International audienceIn this paper, we present a concurrent implementation of a powerful topologica...
International audienceWe introduce the homotopic alternating sequential filter as a new method for s...
Topological features of an object are fundamental in image processing. In many applications,includin...
Image processing is a fundamental operation in many real time applications, where lots of parallelis...
Smoothing is often used in Digital Imagery to reduce noise within an image. In this paper we presen...
Algebraic Topology has been proved to be an useful tool to be used in image processing. In this case...
Smoothing and noise reduction of images is often an important first step in image processing applicat...
Shrinking is a frequently used preprocessing step in image processing. This paper presents an effici...
This work develops some algorithms for efficient implementation of mean and separable median filters...
We present new thinning algorithms to compute the digital skeletons of binary 2D images. Starting fr...
This thesis proposes new thinning algorithms for 2D or 3D images according to two approaches using e...
International audienceIn miscellaneous applications of image treatment, thinning and crest restoring...
In this paper, we present how 3D split and merge segmentation using topological and geometrical stru...