Tensor voting (TV) is a method for inferring geometric structures from sparse, irregular and possibly noisy input. It was initially proposed by Guy and Medioni [GM96] and has been applied to several computer vision applications. TV generates a dense output field in a domain by dispersing information associated with sparse input tokens. In 3-D this implies that a surface can be generated from a set of input data, giving tensor voting a potential application in surface modeling. We study the tensor voting methodology in a modeling context by implementing a simple 3-D modeling tool. The user creates a surface from a set of points and normals. The user may interact with these tokens in order to modify the surface. We describe the results of our...
Bringing together key researchers in disciplines ranging from visualization and image processing to ...
We address the problem of epipolar geometry estimation efficiently and effectively, by formulating i...
Although curvature estimation from a given mesh or regularly sampled point set is a well-studied pro...
Tensor voting (TV) is a method for inferring geometric structures from sparse, irregular and possibl...
Tensor voting (TV) is a method for inferring geometric structures from sparse, irregular and possibl...
The theme of this thesis is to complete the 3D tensor voting theory for computer vision and graphics...
Recently, a computational framework for feature extraction and segmentation, Tensor Voting, has bee...
In many image analysis applications there is a need to extract curves in noisy images. To achieve a ...
In this thesis, a “graphics for vision” approach is proposed to tackle the problem of surface recons...
Recently the tensor voting framework (TVF), proposed by Medioni at al., has proved its effectiveness...
We augment the tensor voting framework with a data-driven multiscale scheme for reconstructing a mul...
In the last ten years the tensor voting framework (TVF), proposed by Medioni at al., has proved its ...
Many computer vision systems depend on reliable detection of 3-D boundaries and regions in order to ...
We improve the basic tensor voting formalism to infer the sign and direction of principal curvatures...
In the last ten years the tensor voting framework (TVF), proposed by Medioni at al., has proved its ...
Bringing together key researchers in disciplines ranging from visualization and image processing to ...
We address the problem of epipolar geometry estimation efficiently and effectively, by formulating i...
Although curvature estimation from a given mesh or regularly sampled point set is a well-studied pro...
Tensor voting (TV) is a method for inferring geometric structures from sparse, irregular and possibl...
Tensor voting (TV) is a method for inferring geometric structures from sparse, irregular and possibl...
The theme of this thesis is to complete the 3D tensor voting theory for computer vision and graphics...
Recently, a computational framework for feature extraction and segmentation, Tensor Voting, has bee...
In many image analysis applications there is a need to extract curves in noisy images. To achieve a ...
In this thesis, a “graphics for vision” approach is proposed to tackle the problem of surface recons...
Recently the tensor voting framework (TVF), proposed by Medioni at al., has proved its effectiveness...
We augment the tensor voting framework with a data-driven multiscale scheme for reconstructing a mul...
In the last ten years the tensor voting framework (TVF), proposed by Medioni at al., has proved its ...
Many computer vision systems depend on reliable detection of 3-D boundaries and regions in order to ...
We improve the basic tensor voting formalism to infer the sign and direction of principal curvatures...
In the last ten years the tensor voting framework (TVF), proposed by Medioni at al., has proved its ...
Bringing together key researchers in disciplines ranging from visualization and image processing to ...
We address the problem of epipolar geometry estimation efficiently and effectively, by formulating i...
Although curvature estimation from a given mesh or regularly sampled point set is a well-studied pro...