We prove that under the extended Carleson’s condition, a sequence (xn) ⊂ BH is linear interpolating for H∞(BH) for an infinite dimensional Hilbert space H. In particular, we construct the interpolating functions for each sequence and find a bound for the constant of interpolation.The author is supported by Project MTM 2011-22457 (Ministerio de Economía y Competitividad, Spain) and Project P1-1B2014-35 (Universitat Jaume I, Spain
Abstract. Given operators X and Y acting on a Hilbert space H, an interpolating operator is a bounde...
We apply the complex method of interpolation to families of infinite-dimensional, separable Hilbert ...
We show that an interpolating sequence for the weighted Banach space of analytic functions on the u...
We prove that under the extended Carleson's condition, a sequence (xn) ⊂ BH is linear interpolating ...
We prove that under the extended Carleson’s condition, a sequence (xn) ⊂ BH is linear interpolating ...
We prove that a suitably adjusted version of Peter Jones’ formula for interpolation in H ∞ gives a s...
Abstract. We present some basic results about interpolating sequences for H ∞, the algebra of Dirich...
summary:Let $H(K)$ be the Hilbert space with reproducing kernel $K$. This paper characterizes some...
AbstractWe give a sufficient condition for a sequence of points in the unit ball of ℂn to be an inte...
AbstractLet D be a domain in the complex plane, let {zn} be a sequence of distinct points in D, and ...
The main results of this thesis are as follows. For Blaschke sequence {Zn} let T{zn}:H∞ → l∞ be the ...
AbstractInterpolating sequences for the spaces Hp(Bn), 1 <-p < ∞, n≥2, are studied. In contrast to t...
summary:Let $H(K)$ be the Hilbert space with reproducing kernel $K$. This paper characterizes some...
summary:Let $H(K)$ be the Hilbert space with reproducing kernel $K$. This paper characterizes some...
We show that an interpolating sequence for the weighted Banach space of analytic functions on the u...
Abstract. Given operators X and Y acting on a Hilbert space H, an interpolating operator is a bounde...
We apply the complex method of interpolation to families of infinite-dimensional, separable Hilbert ...
We show that an interpolating sequence for the weighted Banach space of analytic functions on the u...
We prove that under the extended Carleson's condition, a sequence (xn) ⊂ BH is linear interpolating ...
We prove that under the extended Carleson’s condition, a sequence (xn) ⊂ BH is linear interpolating ...
We prove that a suitably adjusted version of Peter Jones’ formula for interpolation in H ∞ gives a s...
Abstract. We present some basic results about interpolating sequences for H ∞, the algebra of Dirich...
summary:Let $H(K)$ be the Hilbert space with reproducing kernel $K$. This paper characterizes some...
AbstractWe give a sufficient condition for a sequence of points in the unit ball of ℂn to be an inte...
AbstractLet D be a domain in the complex plane, let {zn} be a sequence of distinct points in D, and ...
The main results of this thesis are as follows. For Blaschke sequence {Zn} let T{zn}:H∞ → l∞ be the ...
AbstractInterpolating sequences for the spaces Hp(Bn), 1 <-p < ∞, n≥2, are studied. In contrast to t...
summary:Let $H(K)$ be the Hilbert space with reproducing kernel $K$. This paper characterizes some...
summary:Let $H(K)$ be the Hilbert space with reproducing kernel $K$. This paper characterizes some...
We show that an interpolating sequence for the weighted Banach space of analytic functions on the u...
Abstract. Given operators X and Y acting on a Hilbert space H, an interpolating operator is a bounde...
We apply the complex method of interpolation to families of infinite-dimensional, separable Hilbert ...
We show that an interpolating sequence for the weighted Banach space of analytic functions on the u...