Publications associées à Stereographic Frames of Wavelets on the Sphere

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Laplacian Operator, Diffusion Flow and Active Contour on non-Euclidean Images

Jean-Philippe Thiran, Pierre Vandergheynst, Xavier Bresson, Iva Bogdanova Vandergheynst

We propose here some basic approaches to direct processing of the

360^o

-images as we take into consideration the geometry of each one. Obviously, the geometry of each of these images is a consequence of the geometry of the sensor's mirror used. This tech ...

2005

Stereographic Frames of Wavelets on the Sphere

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Chattez avec Graph Search

Optimal image alignment with random projections of manifolds: algorithm and geometric analysis

Geodesic Active Fields

Wavelet transform on manifolds: old and new approaches

Quotient method for controlling the acrobot

Infinite dimensional geodesic flows and the universal Teichmüller space

Generalization Of Hasimoto'S Transformation

On the coupling of 1D and 3D Diffusion-Reaction Equations: Application to Tissue Pefusion Problems

Wavelets on non-Euclidean manifolds

Stereographic Wavelet Frames on the Sphere

Laplacian Operator, Diffusion Flow and Active Contour on non-Euclidean Images

Generalization Of Hasimoto'S Transformation

Wavelet transform on manifolds: old and new approaches

Geodesic Active Fields

On the coupling of 1D and 3D Diffusion-Reaction Equations: Application to Tissue Pefusion Problems

Laplacian Operator, Diffusion Flow and Active Contour on non-Euclidean Images

Quotient method for controlling the acrobot

Optimal image alignment with random projections of manifolds: algorithm and geometric analysis

Wavelets on non-Euclidean manifolds

Stereographic Wavelet Frames on the Sphere

Infinite dimensional geodesic flows and the universal Teichmüller space