• Aucun résultat trouvé

Subtle Motion Analysis and Spotting using the Riesz Pyramid

N/A
N/A
Protected

Academic year: 2021

Partager "Subtle Motion Analysis and Spotting using the Riesz Pyramid"

Copied!
11
0
0

Texte intégral

Références

Documents relatifs

The purpose of this paper is to establish some new continuity properties in weighted Sobolev spaces for the Riesz potentials of order one or two and for the convolution with

For 14 days, the moon behaves like the sun during the time period from the summer solstice to the winter solstice, decreasing its altitude in the sky and having

SCALABLE LOSSLESS AND LOSSY IMAGE CODING BASED ON THE RWHAT+P PYRAMID AND THE INTER-COEFFICIENT CLASSIFICATION METHOD.. Olivier D´eforges, Marie Babel, Laurent B´edat, V´eronique

For example it is known in compressible nonlinear elas- ticity that pure torsion is possible only in a special class of materials, but we know that torsion plus a radial displacement

If the subspace method reaches the exact solution and the assumption is still violated, we avoid such assumption by minimizing the cubic model using the ` 2 -norm until a

We demonstrate the application of static, dynamic and temporal filter [21] based magnification approaches, to a bedside video of an infant exhibiting the signs of NAS.. We compare

The proposi- tion gives in this case the right range of p’s where the Riesz transform is bounded on L p.. Second example: Let M be a connected sum of several (say l ≥ 2) copies of

The situation for p > 2 is more complicated: there is some understanding of what happens in the more restricted class of manifolds satisfying upper and lower Gaussian estimates