International audienceIn this paper, we investigate the possibilities offered by the extension of the connected component trees (cc-trees) to multivariate images. We propose a general framework for image processing using the cc-tree based on the lattice theory and we discuss the possible applications depending on the properties of the underlying ordered set. This theoretical reflexion is illustrated by two applications in mul-tispectral astronomical imaging: source separation and object detection
Component trees are important data structures for computation of connected attribute filters. Though...
International audienceComponent-trees are classical tree structures for grey-level image modelling. ...
International audienceThe extension of mathematical morphology to multivalued images is an important...
International audienceIn this paper, we investigate the possibilities offered by the extension of th...
In this paper a new algorithm to compute the component tree is presented. As compared to the state o...
International audienceIn recent papers, a new notion of component-graph was introduced. It extends t...
International audienceIn the context of mathematical morphology, component-graphs are complex but po...
International audienceThis article presents a new approach for constructing connected operators for ...
International audienceMathematical morphology, initially devoted to binary and grey-level image proc...
International audienceWe introduce the new notion of multivalued component-tree, that extends the cl...
Component trees are important data structures for computation of connected attribute filters. Though...
International audienceComponent-trees are classical tree structures for grey-level image modelling. ...
International audienceThe extension of mathematical morphology to multivalued images is an important...
International audienceIn this paper, we investigate the possibilities offered by the extension of th...
In this paper a new algorithm to compute the component tree is presented. As compared to the state o...
International audienceIn recent papers, a new notion of component-graph was introduced. It extends t...
International audienceIn the context of mathematical morphology, component-graphs are complex but po...
International audienceThis article presents a new approach for constructing connected operators for ...
International audienceMathematical morphology, initially devoted to binary and grey-level image proc...
International audienceWe introduce the new notion of multivalued component-tree, that extends the cl...
Component trees are important data structures for computation of connected attribute filters. Though...
International audienceComponent-trees are classical tree structures for grey-level image modelling. ...
International audienceThe extension of mathematical morphology to multivalued images is an important...