Spectral approach for kernel-based interpolation

For the sake of comparison, we also implemented, in addition to the proposed method, another 5 techniques of multispectral demosaicking including bilinear interpolation [18],

We study conditions for the existence of a Maassen kernel representa- tion for operators on infinite dimensional toy Fock spaces.. When applied to the toy Fock space of discrete

The major improvements made in this present work are a non-iterative resolution scheme for the previously proposed partial differential equation (PDE), a new definition of the

L’archive ouverte pluridisciplinaire HAL, est destinée au dépôt et à la diffusion de documents scientifiques de niveau recherche, publiés ou non, émanant des

Després [4] has shown that it is mandatory to use impedance type transmission conditions in the coupling of sub-domains in order to obtain convergence of non- overlapping

Schematic diagrams of the interface formed by a water droplet on (a) a flat, smooth surface with y indicating the surface tension resulting from interactions between the

We compared the classification accuracy of the final layer of all models (DCNNs, and HMAX representation) with those of human subjects doing the invariant object categori- zation

Broadly speaking, kernel methods are based on a transformation called feature map that maps available data taking values in a set X — called the input space — into a (typically)