Add to ORKGUsing reproducing kernel Hilbert spaces methods we develop a Schur-type algorithm for a subclass of the functions analytic and contractive in the ball. We also consider the Nevanlinna–Pick interpolation problem in that class
The two-sided Lagrange-Sylvester interpolation problem is solved in the framework of H2 functions. T...
A new class of finite dimensional reproducing kernel spaces of m × 1 vector valued analytic function...
Letsbe a Schur function, that is a function analytic and contractive in the unit disk D. Then the fu...
We use the theory of reproducing kernel Hilbert spaces to solve a Carathéodory–Fejér interpolation p...
We use reproducing kernel Hilbert space methods to solve a Carathéodory–Fejér type interpolation pro...
We solve Gleason\u27s problem in the reproducing kernel Hilbert spaces with reproducing kernels 1/(1...
We solve a boundary interpolation problem in the reproducing kernel Hilbert space of functions analy...
In this paper we present a framework in which the Schur transformation and the basic interpolation p...
We study a reproducing kernel Hilbert space of functions defined on the positive integers and associ...
We consider bounded linear operators acting on the ℓ2 space indexed by the nodes of a homogeneous tr...
We introduce the Schur class of functions, discrete analytic on the integer lattice in the complex p...
The main result is that for J=100−1 every J-unitary 2×2-matrix polynomial on the unit circle is an...
The main result is that for J=100−1 every J-unitary 2×2-matrix polynomial on the unit circle is an...
The main result is that for J=100−1 every J-unitary 2×2-matrix polynomial on the unit circle is an...
We introduce a Schur transformation for generalized Nevanlinna functions and show that it can be use...
The two-sided Lagrange-Sylvester interpolation problem is solved in the framework of H2 functions. T...
A new class of finite dimensional reproducing kernel spaces of m × 1 vector valued analytic function...
Letsbe a Schur function, that is a function analytic and contractive in the unit disk D. Then the fu...
We use the theory of reproducing kernel Hilbert spaces to solve a Carathéodory–Fejér interpolation p...
We use reproducing kernel Hilbert space methods to solve a Carathéodory–Fejér type interpolation pro...
We solve Gleason\u27s problem in the reproducing kernel Hilbert spaces with reproducing kernels 1/(1...
We solve a boundary interpolation problem in the reproducing kernel Hilbert space of functions analy...
In this paper we present a framework in which the Schur transformation and the basic interpolation p...
We study a reproducing kernel Hilbert space of functions defined on the positive integers and associ...
We consider bounded linear operators acting on the ℓ2 space indexed by the nodes of a homogeneous tr...
We introduce the Schur class of functions, discrete analytic on the integer lattice in the complex p...
The main result is that for J=100−1 every J-unitary 2×2-matrix polynomial on the unit circle is an...
The main result is that for J=100−1 every J-unitary 2×2-matrix polynomial on the unit circle is an...
The main result is that for J=100−1 every J-unitary 2×2-matrix polynomial on the unit circle is an...
We introduce a Schur transformation for generalized Nevanlinna functions and show that it can be use...
The two-sided Lagrange-Sylvester interpolation problem is solved in the framework of H2 functions. T...
A new class of finite dimensional reproducing kernel spaces of m × 1 vector valued analytic function...
Letsbe a Schur function, that is a function analytic and contractive in the unit disk D. Then the fu...