Improved Sobolev embedding theorem
Inégalités de Sobolev précisées
Inequivalence of Wavelet Systems in and
Theorems stating sufficient conditions for the inequivalence of the d-variate Haar wavelet system and another wavelet system in the spaces and are proved. These results are used to show that the Strömberg wavelet system and the system of continuous Daubechies wavelets with minimal supports are not equivalent to the Haar system in these spaces. A theorem stating that some systems of smooth Daubechies wavelets are not equivalent to the Haar system in is also shown.
Infinite matrices, wavelet coefficients and frames.
Inhomogenous Discrete Calderón Reproducing Formulas for Spaces of Homogenous Type.
Inhomogenous RefinementEquations.
Inversion Formulas for the q-Riemann-Liouville and q-Weyl Transforms Using Wavelets
Mathematics Subject Classification: 42A38, 42C40, 33D15, 33D60This paper aims to study the q-wavelets and the continuous q-wavelet transforms, associated with the q-Bessel operator for a fixed q ∈]0, 1[. Using the q-Riemann-Liouville and the q-Weyl transforms, we give some relations between the continuous q-wavelet transform, studied in [3], and the continuous q-wavelet transform associated with the q-Bessel operator, and we deduce formulas which give the inverse operators of the q-Riemann-Liouville and...
Inversion formulas for the spherical Radon-Dunkl transform.
Inversion of Exponential k-Plane Transforms.
Irregular Sampling and the Inverse Spectral Problem.
Irregular Sampling in Wavelet Subspaces.
Isometric tight frames.