International audienceWe provide conditions under which 2D digital images, considered in the two most common digital topology models (namely, dual adjacency and well-composedness), preserve their topological properties under rigid transformation. This study, that is developed in a discrete framework, leads to the proposal of efficient preprocessing strategies that ensure the topological invariance of images under further rigid transformation. These results and methods are proved to be valid for various kinds of images (binary, grey-level, label), thus providing a generic set of tools, that can be used in particular in the context of image registration and warping
Topology-based image processing operators usually aim at transforming an image while preserving its ...
International audienceRigid motions (i.e. transformations based on translations and rotations) are s...
International audienceRigid motions (i.e. transformations based on translations and rotations) are s...
International audienceWe provide conditions under which 2D digital images, considered in the two mos...
International audienceWe provide conditions under which 2D digital images, considered in the two mos...
5 PAGESInternational audienceWe study the conditions under which a 2D well-composed binary image pre...
International audienceIn ℝ^2, rigid transformations are topology-preserving operations. However, thi...
International audienceIn ℝ^2, rigid transformations are topology-preserving operations. However, thi...
We study the conditions under which the topological proper-ties of a 2D well-composed binary image a...
International audienceIn the continuous domain R^n, rigid transformations are topology-preserving op...
5 PAGESInternational audienceWe study the conditions under which a 2D well-composed binary image pre...
In this thesis, we study rigid transformations in the context of computer imagery. In particular, we...
In this thesis, we study rigid transformations in the context of computer imagery. In particular, we...
National audienceRigid transformations in R^n are known to preserve the shape, and are often applied...
Dans cette thèse, nous étudions les transformations rigides dans le contexte de l'imagerie numérique...
Topology-based image processing operators usually aim at transforming an image while preserving its ...
International audienceRigid motions (i.e. transformations based on translations and rotations) are s...
International audienceRigid motions (i.e. transformations based on translations and rotations) are s...
International audienceWe provide conditions under which 2D digital images, considered in the two mos...
International audienceWe provide conditions under which 2D digital images, considered in the two mos...
5 PAGESInternational audienceWe study the conditions under which a 2D well-composed binary image pre...
International audienceIn ℝ^2, rigid transformations are topology-preserving operations. However, thi...
International audienceIn ℝ^2, rigid transformations are topology-preserving operations. However, thi...
We study the conditions under which the topological proper-ties of a 2D well-composed binary image a...
International audienceIn the continuous domain R^n, rigid transformations are topology-preserving op...
5 PAGESInternational audienceWe study the conditions under which a 2D well-composed binary image pre...
In this thesis, we study rigid transformations in the context of computer imagery. In particular, we...
In this thesis, we study rigid transformations in the context of computer imagery. In particular, we...
National audienceRigid transformations in R^n are known to preserve the shape, and are often applied...
Dans cette thèse, nous étudions les transformations rigides dans le contexte de l'imagerie numérique...
Topology-based image processing operators usually aim at transforming an image while preserving its ...
International audienceRigid motions (i.e. transformations based on translations and rotations) are s...
International audienceRigid motions (i.e. transformations based on translations and rotations) are s...