AbstractIn this paper new Lαp→Lβq estimates are proved for translation-invariant Radon transforms along curves for α⩽β and p<q. For a fixed α and β, if p is sufficiently close to 2 the best possible q is obtained, up to ε. The method is related to that of [5]
A criterion for boundedness of composition operators acting on the general class of Hilbert spaces o...
We characterize the compactness of composition operators acting on a large family of Hilbert spaces ...
Let denote the Hilbert space of Dirichlet series with square-summable coefficients. We study compos...
We investigate compactness of composition operators on the Hardy space of Dirichlet series induced b...
AbstractIn this paper new Lαp→Lβq estimates are proved for translation-invariant Radon transforms al...
AbstractIn this paper new Lαp→Lβq estimates are proved for translation-invariant Radon transforms al...
By a theorem of the first named author, $\varphi $ generates a bounded composition operator on the H...
The aim of this paper is to study when two composition operators on the Hilbert space of Dirichlet s...
In this Note, we introduce Hilbert spaces of entire Dirichlet series (with real frequencies) and co...
Abstract. We show that the decay of approximation numbers of compact com-position operators on the D...
We give a sufficient condition for a composition operator with positive characteristic to be compact...
We study boundedness and compactness of composition operators on weighted Bergman spaces of Dirichle...
For α ∈ R, let Dα denote the scale of Hilbert spaces consisting of Dirichlet series f(s) = P∞ n=1 an...
AbstractWe compare the compactness of composition operators on H2 and on Orlicz–Hardy spaces HΨ. We ...
Sobolev and L p \Gamma L q estimates for degenerate Fourier integral operators with fold and cus...
A criterion for boundedness of composition operators acting on the general class of Hilbert spaces o...
We characterize the compactness of composition operators acting on a large family of Hilbert spaces ...
Let denote the Hilbert space of Dirichlet series with square-summable coefficients. We study compos...
We investigate compactness of composition operators on the Hardy space of Dirichlet series induced b...
AbstractIn this paper new Lαp→Lβq estimates are proved for translation-invariant Radon transforms al...
AbstractIn this paper new Lαp→Lβq estimates are proved for translation-invariant Radon transforms al...
By a theorem of the first named author, $\varphi $ generates a bounded composition operator on the H...
The aim of this paper is to study when two composition operators on the Hilbert space of Dirichlet s...
In this Note, we introduce Hilbert spaces of entire Dirichlet series (with real frequencies) and co...
Abstract. We show that the decay of approximation numbers of compact com-position operators on the D...
We give a sufficient condition for a composition operator with positive characteristic to be compact...
We study boundedness and compactness of composition operators on weighted Bergman spaces of Dirichle...
For α ∈ R, let Dα denote the scale of Hilbert spaces consisting of Dirichlet series f(s) = P∞ n=1 an...
AbstractWe compare the compactness of composition operators on H2 and on Orlicz–Hardy spaces HΨ. We ...
Sobolev and L p \Gamma L q estimates for degenerate Fourier integral operators with fold and cus...
A criterion for boundedness of composition operators acting on the general class of Hilbert spaces o...
We characterize the compactness of composition operators acting on a large family of Hilbert spaces ...
Let denote the Hilbert space of Dirichlet series with square-summable coefficients. We study compos...
DOI
Add to ORKG