AbstractWe prove sharp Lp−Lq endpoint bounds for singular fractional integral operators and related Fourier integral operators, under the nonvanishing rotational curvature hypothesis
AbstractThe generalized Riesz means, which were introduced by Ditzian (Acta Math. Hungar. 75 (1997) ...
AbstractWe prove an extension of the Stein–Weiss weighted estimates for fractional integrals, in the...
AbstractThe principle aim of this paper is to establish some new (presumably) fractional integral in...
We survey results concerning the L2 boundedness of oscillatory and Fourier integral operators and di...
AbstractWe find the asymptotics of the singular values of convolution operators (with remainder term...
We study a family of Fourier integral operators, by allowing their symbols to satisfy a multi-parame...
We consider a singular integral along a submanifold of finite type. We prove a certain Lp estimate f...
AbstractThe spherical deconvolution problem was first proposed by Rooij and Ruymgaart (in: G. Roussa...
AbstractIn this paper new Lαp→Lβq estimates are proved for translation-invariant Radon transforms al...
Abstract We construct a class of singular integral operators associated with homogeneous Calderón-Zy...
AbstractIn this work, we establish the real Paley–Wiener theorem for the generalized Fourier transfo...
AbstractWe study Fourier multipliers which result from modulating jumps of Lévy processes. Using the...
In the field F of convolution quotients, b∝ is the operator of integration of fractional order ∝ an...
AbstractWe obtain upper bounds on the singular values of fractional integral operators of the form L...
AbstractThis paper addresses the construction of wavelet frames as an application of the modern theo...
AbstractThe generalized Riesz means, which were introduced by Ditzian (Acta Math. Hungar. 75 (1997) ...
AbstractWe prove an extension of the Stein–Weiss weighted estimates for fractional integrals, in the...
AbstractThe principle aim of this paper is to establish some new (presumably) fractional integral in...
We survey results concerning the L2 boundedness of oscillatory and Fourier integral operators and di...
AbstractWe find the asymptotics of the singular values of convolution operators (with remainder term...
We study a family of Fourier integral operators, by allowing their symbols to satisfy a multi-parame...
We consider a singular integral along a submanifold of finite type. We prove a certain Lp estimate f...
AbstractThe spherical deconvolution problem was first proposed by Rooij and Ruymgaart (in: G. Roussa...
AbstractIn this paper new Lαp→Lβq estimates are proved for translation-invariant Radon transforms al...
Abstract We construct a class of singular integral operators associated with homogeneous Calderón-Zy...
AbstractIn this work, we establish the real Paley–Wiener theorem for the generalized Fourier transfo...
AbstractWe study Fourier multipliers which result from modulating jumps of Lévy processes. Using the...
In the field F of convolution quotients, b∝ is the operator of integration of fractional order ∝ an...
AbstractWe obtain upper bounds on the singular values of fractional integral operators of the form L...
AbstractThis paper addresses the construction of wavelet frames as an application of the modern theo...
AbstractThe generalized Riesz means, which were introduced by Ditzian (Acta Math. Hungar. 75 (1997) ...
AbstractWe prove an extension of the Stein–Weiss weighted estimates for fractional integrals, in the...
AbstractThe principle aim of this paper is to establish some new (presumably) fractional integral in...
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