We define a function µ from the set of sequences in the unit ball to R*+ by taking the greatest lower bound of the reciprocal of the interpolating constant of the sequences of the disk which get mapped to the given sequence by a holomorphic mapping from the disk to the ball. Its properties are studied in the spirit of the work of Amar and Thomas
We prove that a suitably adjusted version of Peter Jones’ formula for interpolation in H ∞ gives a s...
AbstractWe devise an efficient algorithm that, given points z1,…,zk in the open unit disk D and a se...
AbstractWe give necessary and sufficient conditions on a sequence S of points in the unit ball B of ...
We define a function µ from the set of sequences in the unit ball to R∗+ by taking the greatest lowe...
We give a description, in analytic and geometric terms, of the interpolation sequences for the algeb...
The interpolating sequences S for H∞(D), the bounded holomorphic functions in the unit disc D of the...
We define a function µ from the set of sequences in the unit ball to R*+ by taking the greatest lowe...
Let a be a sequence of points in the unit ball of Cn. Eric Amar and the author have introduced the n...
We study a generalized interpolation problem for the space H[infinity](B2) of bounded homomorphic fu...
The aim of this paper is to study the interpolation problem in the spaces of analytical functions of...
An analogue of the notion of uniformly separated sequences, expressed in terms of extremal functions...
We prove that a suitably adjusted version of Peter Jones' formula for interpolation in $H^\infty$ gi...
summary:This paper deals with an interpolation problem in the open unit disc $\mathbb D$ of the comp...
We prove that under the extended Carleson’s condition, a sequence (xn) ⊂ BH is linear interpolating ...
AbstractWe consider the problem of whether a given interpolating sequence for a uniform algebra yiel...
We prove that a suitably adjusted version of Peter Jones’ formula for interpolation in H ∞ gives a s...
AbstractWe devise an efficient algorithm that, given points z1,…,zk in the open unit disk D and a se...
AbstractWe give necessary and sufficient conditions on a sequence S of points in the unit ball B of ...
We define a function µ from the set of sequences in the unit ball to R∗+ by taking the greatest lowe...
We give a description, in analytic and geometric terms, of the interpolation sequences for the algeb...
The interpolating sequences S for H∞(D), the bounded holomorphic functions in the unit disc D of the...
We define a function µ from the set of sequences in the unit ball to R*+ by taking the greatest lowe...
Let a be a sequence of points in the unit ball of Cn. Eric Amar and the author have introduced the n...
We study a generalized interpolation problem for the space H[infinity](B2) of bounded homomorphic fu...
The aim of this paper is to study the interpolation problem in the spaces of analytical functions of...
An analogue of the notion of uniformly separated sequences, expressed in terms of extremal functions...
We prove that a suitably adjusted version of Peter Jones' formula for interpolation in $H^\infty$ gi...
summary:This paper deals with an interpolation problem in the open unit disc $\mathbb D$ of the comp...
We prove that under the extended Carleson’s condition, a sequence (xn) ⊂ BH is linear interpolating ...
AbstractWe consider the problem of whether a given interpolating sequence for a uniform algebra yiel...
We prove that a suitably adjusted version of Peter Jones’ formula for interpolation in H ∞ gives a s...
AbstractWe devise an efficient algorithm that, given points z1,…,zk in the open unit disk D and a se...
AbstractWe give necessary and sufficient conditions on a sequence S of points in the unit ball B of ...
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