DOIAbstract
AbstractSymmetric Krawtchouk matrices are introduced as a modification of Krawtchouk matrices, whose entries are values of the Krawtchouk polynomials. Of particular interest are spectral properties
AbstractSymmetric Krawtchouk matrices are introduced as a modification of Krawtchouk matrices, whose entries are values of the Krawtchouk polynomials. Of particular interest are spectral properties
The fine spectra of 2-banded and 3-banded infinite Toeplitz matrices were examined by several author...
We consider a class of matrices, that we call nearly Toeplitz, and show that they have interesting s...
AbstractWe consider a class of matrices, that we call nearly Toeplitz, and show that they have inter...
AbstractSymmetric Krawtchouk matrices are introduced as a modification of Krawtchouk matrices, whose...
AbstractWe introduce a class SN of matrices whose elements are terms of convolutions of binomial fun...
We show that the only real symmetric matrices whose spectrumis invariant modulo sign changes after e...
In this paper we investigate the spectra and related questions for various combi-natorial matrices, ...
We study spectral properties of irreducible tridiagonal k−Toeplitz ma-trices and certain matrices wh...
We derive separate spectral functions for the even and odd spectra of a real symmetric Toeplitz matr...
Spectral decomposition provides a canonical representation of an operator over a vector space in ter...
AbstractWe derive separate spectral functions for the even and odd spectra of a real symmetric Toepl...
AbstractWe study spectral properties of irreducible tridiagonal k-Toeplitz matrices and certain matr...
A conference matrix of order $n$ is an $n\times n$ matrix $C$ with diagonal entries $0$ and off-diag...
Krawtchouk polynomials play an important role in coding theory and are also useful in graph theory a...
summary:Orthogonality conditions and recurrence relations are presented for generalized Krawtchouk p...
The fine spectra of 2-banded and 3-banded infinite Toeplitz matrices were examined by several author...
We consider a class of matrices, that we call nearly Toeplitz, and show that they have interesting s...
AbstractWe consider a class of matrices, that we call nearly Toeplitz, and show that they have inter...
AbstractSymmetric Krawtchouk matrices are introduced as a modification of Krawtchouk matrices, whose...
AbstractWe introduce a class SN of matrices whose elements are terms of convolutions of binomial fun...
We show that the only real symmetric matrices whose spectrumis invariant modulo sign changes after e...
In this paper we investigate the spectra and related questions for various combi-natorial matrices, ...
We study spectral properties of irreducible tridiagonal k−Toeplitz ma-trices and certain matrices wh...
We derive separate spectral functions for the even and odd spectra of a real symmetric Toeplitz matr...
Spectral decomposition provides a canonical representation of an operator over a vector space in ter...
AbstractWe derive separate spectral functions for the even and odd spectra of a real symmetric Toepl...
AbstractWe study spectral properties of irreducible tridiagonal k-Toeplitz matrices and certain matr...
A conference matrix of order $n$ is an $n\times n$ matrix $C$ with diagonal entries $0$ and off-diag...
Krawtchouk polynomials play an important role in coding theory and are also useful in graph theory a...
summary:Orthogonality conditions and recurrence relations are presented for generalized Krawtchouk p...
The fine spectra of 2-banded and 3-banded infinite Toeplitz matrices were examined by several author...
We consider a class of matrices, that we call nearly Toeplitz, and show that they have interesting s...
AbstractWe consider a class of matrices, that we call nearly Toeplitz, and show that they have inter...
Add to ORKG