Add to ORKGThis tutorial paper presents a survey of results, both classical and new, linking inner functions and operator theory. Topics discussed include invariant subspaces, universal operators, Hankel and Toeplitz operators, model spaces, truncated Toeplitz operators, restricted shifts, numerical ranges, and interpolation
A truncated Toeplitz operator Aϕ: KΘ→ KΘis the compression of a Toeplitz operator Tϕ: H2→ H2to a mod...
A truncated Toeplitz operator Aϕ: KΘ→ KΘis the compression of a Toeplitz operator Tϕ: H2→ H2to a mod...
A truncated Toeplitz operator Aᵩ : KƟ → KƟ is the compression of a Toeplitz operator Tᵩ : H2 → H2 to...
This tutorial paper presents a survey of results, both classical and new, linking inner functions an...
We discuss the concept of inner function in reproducing kernelHilbert spaces with an orthogonal basi...
We discuss the concept of inner function in reproducing kernelHilbert spaces with an orthogonal basi...
We review some classical and more recent results concerning kernels of Toeplitz operators and their ...
It is well known the kernel of a Toeplitz operator is nearly invariant under the backward shift S∗. ...
We study truncated Toeplitz operators in model spaces View the MathML source for 1<p<∞, with essenti...
We discuss the multiplication of truncated Toeplitz operators: or TTOs) on backward shift invariant ...
AbstractA closed subspace M of H2H invariant under the shift operator which contains for each eϵH a ...
The book presents an introduction to the geometry of Hilbert spaces and operator theory, targeting g...
We develop a factorization theory for stable inner functions relative to the unit circle. paf/hoffma...
AbstractUsing Bourgain's factorization theorem, we characterize the subspaces of Hp, 1⩽p⩽∞, that coi...
AbstractWe consider three topics connected with coinvariant subspaces of the backward shift operator...
A truncated Toeplitz operator Aϕ: KΘ→ KΘis the compression of a Toeplitz operator Tϕ: H2→ H2to a mod...
A truncated Toeplitz operator Aϕ: KΘ→ KΘis the compression of a Toeplitz operator Tϕ: H2→ H2to a mod...
A truncated Toeplitz operator Aᵩ : KƟ → KƟ is the compression of a Toeplitz operator Tᵩ : H2 → H2 to...
This tutorial paper presents a survey of results, both classical and new, linking inner functions an...
We discuss the concept of inner function in reproducing kernelHilbert spaces with an orthogonal basi...
We discuss the concept of inner function in reproducing kernelHilbert spaces with an orthogonal basi...
We review some classical and more recent results concerning kernels of Toeplitz operators and their ...
It is well known the kernel of a Toeplitz operator is nearly invariant under the backward shift S∗. ...
We study truncated Toeplitz operators in model spaces View the MathML source for 1<p<∞, with essenti...
We discuss the multiplication of truncated Toeplitz operators: or TTOs) on backward shift invariant ...
AbstractA closed subspace M of H2H invariant under the shift operator which contains for each eϵH a ...
The book presents an introduction to the geometry of Hilbert spaces and operator theory, targeting g...
We develop a factorization theory for stable inner functions relative to the unit circle. paf/hoffma...
AbstractUsing Bourgain's factorization theorem, we characterize the subspaces of Hp, 1⩽p⩽∞, that coi...
AbstractWe consider three topics connected with coinvariant subspaces of the backward shift operator...
A truncated Toeplitz operator Aϕ: KΘ→ KΘis the compression of a Toeplitz operator Tϕ: H2→ H2to a mod...
A truncated Toeplitz operator Aϕ: KΘ→ KΘis the compression of a Toeplitz operator Tϕ: H2→ H2to a mod...
A truncated Toeplitz operator Aᵩ : KƟ → KƟ is the compression of a Toeplitz operator Tᵩ : H2 → H2 to...