Add to ORKGgeneralized resolvents of symmetric operators of defect one with finitely many negative square
Krein's formula provides a parametrization of the generalized resolvents and Straus extensions of a ...
AbstractFor a finite-dimensional linear subspace S⊆L(V,W) and a positive integer k, the k-reflexivit...
Abstract. The object of the present work is to construct all the generalized spectral functions of a...
The generalized resolvents for a certain class of perturbed symmetric operators with equal and finit...
The generalized resolvents for a certain class of perturbed symmetric operators with equal and finit...
In [4] we gave a characterization of the generalized resolvents of a symmetric operator with arbitra...
AbstractThe number of negative squares of all self-adjoint extensions of a simple symmetric operator...
Let H be an n-dimensional space, which is equipped with a positive semidefinite inner product with a...
AbstractKreĭn's formula provides a parametrization of the generalized resolvents and Štraus extensio...
Abstract. Let H be a Hilbert space and let A be a symmetric operator in H with ar-bitrary (not neces...
Kreĭn’s formula provides a parametrization of the generalized resolvents and Štraus extensions of a ...
Let S be a symmetric operator with finite and equal defect numbers in the Hilbert space . We study t...
Let S be a symmetric operator with finite and equal defect numbers d in the Hilbert space (Symbol Pr...
Let A and B be selfadjoint operators in a Krein space. Assume that the resolvent difference of A and...
In this paper we give an analogue of Krein’s formula on the description of generalized resolvents of...
Krein's formula provides a parametrization of the generalized resolvents and Straus extensions of a ...
AbstractFor a finite-dimensional linear subspace S⊆L(V,W) and a positive integer k, the k-reflexivit...
Abstract. The object of the present work is to construct all the generalized spectral functions of a...
The generalized resolvents for a certain class of perturbed symmetric operators with equal and finit...
The generalized resolvents for a certain class of perturbed symmetric operators with equal and finit...
In [4] we gave a characterization of the generalized resolvents of a symmetric operator with arbitra...
AbstractThe number of negative squares of all self-adjoint extensions of a simple symmetric operator...
Let H be an n-dimensional space, which is equipped with a positive semidefinite inner product with a...
AbstractKreĭn's formula provides a parametrization of the generalized resolvents and Štraus extensio...
Abstract. Let H be a Hilbert space and let A be a symmetric operator in H with ar-bitrary (not neces...
Kreĭn’s formula provides a parametrization of the generalized resolvents and Štraus extensions of a ...
Let S be a symmetric operator with finite and equal defect numbers in the Hilbert space . We study t...
Let S be a symmetric operator with finite and equal defect numbers d in the Hilbert space (Symbol Pr...
Let A and B be selfadjoint operators in a Krein space. Assume that the resolvent difference of A and...
In this paper we give an analogue of Krein’s formula on the description of generalized resolvents of...
Krein's formula provides a parametrization of the generalized resolvents and Straus extensions of a ...
AbstractFor a finite-dimensional linear subspace S⊆L(V,W) and a positive integer k, the k-reflexivit...
Abstract. The object of the present work is to construct all the generalized spectral functions of a...