DOIAbstract
AbstractWe describe an algorithm, based on a continued fraction expansion, to reconstruct a periodic Jacobi matrix from spectral data. We also compare various different sets of spectral data which characterize a periodic Jacobi matrix
AbstractWe describe an algorithm, based on a continued fraction expansion, to reconstruct a periodic Jacobi matrix from spectral data. We also compare various different sets of spectral data which characterize a periodic Jacobi matrix
AbstractIn this article an infinite periodic Jacobi matrix is under consideration. It is shown that ...
In 80’s the following interesting phenomena was discovered: the spectral measure of an almost period...
In this paper, we propose a new class of techniques to identify periodicities in data. We target the...
AbstractWe describe an algorithm, based on a continued fraction expansion, to reconstruct a periodic...
AbstractWe show how to construct, from certain spectral data, a discrete inner product for which the...
We begin the systematic study of the spectral theory of periodic Jacobi matrices on trees including ...
In this text we explore various techniques to embed eigenvalues into the bands of essential spectrum...
We show how to construct, from certain spectral data, a discrete inner product for which the associa...
AbstractLet G be a complex periodic Jacobi matrix of period k. We reduce the study of the spectrum o...
For an arbitrary Hermitian period-T Jacobi operator, we assume a perturbation by a Wigner-von Neuman...
AbstractWe use elementary methods to give a full characterization of the spectral properties of unbo...
Abstract. Ergodic computational aspects of the Jacobi algorithm, a generalization to two dimensions ...
This paper investigates the spectral properties of Jacobi matrices with limit-periodic coefficients....
Abstract. Quasiperiodic Jacobi operators arise as mathematical mod-els of quasicrystals and in more ...
AbstractIn this paper the generalization of a continued fraction in the sense of the Jacobi-Perron a...
AbstractIn this article an infinite periodic Jacobi matrix is under consideration. It is shown that ...
In 80’s the following interesting phenomena was discovered: the spectral measure of an almost period...
In this paper, we propose a new class of techniques to identify periodicities in data. We target the...
AbstractWe describe an algorithm, based on a continued fraction expansion, to reconstruct a periodic...
AbstractWe show how to construct, from certain spectral data, a discrete inner product for which the...
We begin the systematic study of the spectral theory of periodic Jacobi matrices on trees including ...
In this text we explore various techniques to embed eigenvalues into the bands of essential spectrum...
We show how to construct, from certain spectral data, a discrete inner product for which the associa...
AbstractLet G be a complex periodic Jacobi matrix of period k. We reduce the study of the spectrum o...
For an arbitrary Hermitian period-T Jacobi operator, we assume a perturbation by a Wigner-von Neuman...
AbstractWe use elementary methods to give a full characterization of the spectral properties of unbo...
Abstract. Ergodic computational aspects of the Jacobi algorithm, a generalization to two dimensions ...
This paper investigates the spectral properties of Jacobi matrices with limit-periodic coefficients....
Abstract. Quasiperiodic Jacobi operators arise as mathematical mod-els of quasicrystals and in more ...
AbstractIn this paper the generalization of a continued fraction in the sense of the Jacobi-Perron a...
AbstractIn this article an infinite periodic Jacobi matrix is under consideration. It is shown that ...
In 80’s the following interesting phenomena was discovered: the spectral measure of an almost period...
In this paper, we propose a new class of techniques to identify periodicities in data. We target the...
Add to ORKG