In this work we prove that if S is a dual bounded sequence of points in the unit ball B of Cn for the Hardy space Hp(B), then S is Hs(B) interpolating with the linear extension property for any s ∈ [1, p[
AbstractLet 0 < p ⩽ ∞ and let H̃ph(X) denote the space of X-valued harmonic functions on the half-sp...
We study a generalized interpolation problem for the space H[infinity](B2) of bounded homomorphic fu...
We give a necessary and sufficient condition for a measure $\mu$ in the closed unit disk to be a rev...
AbstractLet A be a uniform algebra on the compact space X and σ a probability measure on X. We defin...
AbstractInterpolating sequences for the spaces Hp(Bn), 1 <-p < ∞, n≥2, are studied. In contrast to t...
In this work, we prove that if S is a dual bounded sequence in the unit ball B of $C^n$ for the Hard...
The interpolating sequences S for H∞(D), the bounded holomorphic functions in the unit disc D of the...
We prove that under the extended Carleson’s condition, a sequence (xn) ⊂ BH is linear interpolating ...
AbstractFor 0⩽σ<1/2 we characterize Carleson measures μ for the analytic Besov–Sobolev spaces B2σ on...
AbstractWe consider the problem of whether a given interpolating sequence for a uniform algebra yiel...
An analogue of the notion of uniformly separated sequences, expressed in terms of extremal functions...
Let $H^p=H^p(B_d)$ denote the Hardy space in the open unit ball $B_d$ of $\mathbb{C}^d$, $d\ge 1$. W...
AbstractWe show that if 0<p<∞ then the operatorGf(ζ)=∫Γ(ζ)|f(z)|dμ/(1−|z|) maps the Hardy spaceHptoL...
The interpolating sequences for $H^{\infty }({\mathbb{D}}),$ the bounded holomorphic function in the...
We show that a sequence a:= {ak}k in the unit ball of Cn is sampling for the Hardy spaces Hp, 0 1 (...
AbstractLet 0 < p ⩽ ∞ and let H̃ph(X) denote the space of X-valued harmonic functions on the half-sp...
We study a generalized interpolation problem for the space H[infinity](B2) of bounded homomorphic fu...
We give a necessary and sufficient condition for a measure $\mu$ in the closed unit disk to be a rev...
AbstractLet A be a uniform algebra on the compact space X and σ a probability measure on X. We defin...
AbstractInterpolating sequences for the spaces Hp(Bn), 1 <-p < ∞, n≥2, are studied. In contrast to t...
In this work, we prove that if S is a dual bounded sequence in the unit ball B of $C^n$ for the Hard...
The interpolating sequences S for H∞(D), the bounded holomorphic functions in the unit disc D of the...
We prove that under the extended Carleson’s condition, a sequence (xn) ⊂ BH is linear interpolating ...
AbstractFor 0⩽σ<1/2 we characterize Carleson measures μ for the analytic Besov–Sobolev spaces B2σ on...
AbstractWe consider the problem of whether a given interpolating sequence for a uniform algebra yiel...
An analogue of the notion of uniformly separated sequences, expressed in terms of extremal functions...
Let $H^p=H^p(B_d)$ denote the Hardy space in the open unit ball $B_d$ of $\mathbb{C}^d$, $d\ge 1$. W...
AbstractWe show that if 0<p<∞ then the operatorGf(ζ)=∫Γ(ζ)|f(z)|dμ/(1−|z|) maps the Hardy spaceHptoL...
The interpolating sequences for $H^{\infty }({\mathbb{D}}),$ the bounded holomorphic function in the...
We show that a sequence a:= {ak}k in the unit ball of Cn is sampling for the Hardy spaces Hp, 0 1 (...
AbstractLet 0 < p ⩽ ∞ and let H̃ph(X) denote the space of X-valued harmonic functions on the half-sp...
We study a generalized interpolation problem for the space H[infinity](B2) of bounded homomorphic fu...
We give a necessary and sufficient condition for a measure $\mu$ in the closed unit disk to be a rev...
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