2000 Mathematics Subject Classification: 42A45.For a Hilbert space H ⊂ L1loc(R) of functions on R we obtain a representation theorem for the multipliers M commuting with the shift operator S. This generalizes the classical result for multipliers in L2(R) as well as our previous result for multipliers in weighted space L2ω(R). Moreover, we obtain a description of the spectrum of S
In this paper, we obtain the $H^{p_1}\times H^{p_2}\times H^{p_3}\to H^p$ boundedness for trilinear ...
Corresponds to the version published in the Canadian Journal of Mathematics 63(5):1161-1187 (2011)In...
Corresponds to the version published in the Canadian Journal of Mathematics 63(5):1161-1187 (2011)In...
AbstractWe prove the boundedness of a general class of Fourier multipliers, in particular of the Hil...
summary:\font\jeden=rsfs10 Let $\Cal H_{\mu }$ be the Zemanian space of Hankel transformable functio...
summary:\font\jeden=rsfs10 Let $\Cal H_{\mu }$ be the Zemanian space of Hankel transformable functio...
AbstractIf 1 <p < ∞ and ω is a weight function satisfying the Ap condition on R (written ω ϵ Ap(R), ...
Let $G$ be a locally compact unimodular group, and let $\phi$ be some function of $n$ variables on $...
In this note we announce L (p) multiplier theorems for invariant and noninvariant operators on compa...
In this note we announce L (p) multiplier theorems for invariant and noninvariant operators on compa...
In questo seminario sono illustrati alcuni recenti sviluppi della teoria dei moltiplicatori di Fouri...
AbstractLet Cp be the class of all compact operators A on the Hilbert space l2 for which ∑¦λi¦p < ∞,...
Bessel multipliers are operators defined from two Bessel sequences of elements of a Hilbert space an...
For $1<p<\infty$ and $0<s<1$, we consider the function spaces $\mathcal{Q}_s^p(\mathbb{T})$ that app...
A classical theorem of Mihlin yields Lp estimates for spectral multipliers Lp(R^d) -> Lp(R^d); g -> ...
In this paper, we obtain the $H^{p_1}\times H^{p_2}\times H^{p_3}\to H^p$ boundedness for trilinear ...
Corresponds to the version published in the Canadian Journal of Mathematics 63(5):1161-1187 (2011)In...
Corresponds to the version published in the Canadian Journal of Mathematics 63(5):1161-1187 (2011)In...
AbstractWe prove the boundedness of a general class of Fourier multipliers, in particular of the Hil...
summary:\font\jeden=rsfs10 Let $\Cal H_{\mu }$ be the Zemanian space of Hankel transformable functio...
summary:\font\jeden=rsfs10 Let $\Cal H_{\mu }$ be the Zemanian space of Hankel transformable functio...
AbstractIf 1 <p < ∞ and ω is a weight function satisfying the Ap condition on R (written ω ϵ Ap(R), ...
Let $G$ be a locally compact unimodular group, and let $\phi$ be some function of $n$ variables on $...
In this note we announce L (p) multiplier theorems for invariant and noninvariant operators on compa...
In this note we announce L (p) multiplier theorems for invariant and noninvariant operators on compa...
In questo seminario sono illustrati alcuni recenti sviluppi della teoria dei moltiplicatori di Fouri...
AbstractLet Cp be the class of all compact operators A on the Hilbert space l2 for which ∑¦λi¦p < ∞,...
Bessel multipliers are operators defined from two Bessel sequences of elements of a Hilbert space an...
For $1<p<\infty$ and $0<s<1$, we consider the function spaces $\mathcal{Q}_s^p(\mathbb{T})$ that app...
A classical theorem of Mihlin yields Lp estimates for spectral multipliers Lp(R^d) -> Lp(R^d); g -> ...
In this paper, we obtain the $H^{p_1}\times H^{p_2}\times H^{p_3}\to H^p$ boundedness for trilinear ...
Corresponds to the version published in the Canadian Journal of Mathematics 63(5):1161-1187 (2011)In...
Corresponds to the version published in the Canadian Journal of Mathematics 63(5):1161-1187 (2011)In...