Add to ORKGInfinite limitedly Toeplitz extensions of a finite rectangular Toeplitz matrix are considered. Conditions necessary and sufficient for such an extension of smallest rank to be unique are established. Bibliography: 2 titles. © Springer Science+Business Media, Inc. 2006
In this paper we review some numerical methods for the computation of the spectral factorization of ...
AbstractExplicit expressions for the well-known Szegö limits are obtained for the cases when the upp...
In this paper, we present several high performance variants of the classical Schur algorithm to fact...
Infinite limitedly Toeplitz extensions of a finite rectangular Toeplitz matrix are considered. Condi...
In this thesis, we will explore Toeplitz matrices and their algebras. The Toeplitz matrices are squa...
In this paper we first recall some properties of triangle Toeplitz matrices of the Banach algebra Sr...
AbstractThe main purpose of this paper is to prove factorization results for finite Hankel and Toepl...
Let L be the infinite lower triangular Toeplitz matrix with first column (μ, a1, a2, ⋯, ap, a1, ⋯, a...
We discuss two methods to obtain the spectral factorizations of the inverse of a bi-infinite real bl...
In this note, we demonstrate explicit LU factorizations of Toeplitz matrices for some small sizes. F...
In this paper, we investigate some properties of Toeplitz matrices with respect to different matrix ...
Elsner L, Friedland S. Conjectures and remarks on the limit of the spectral radius of nonnegative an...
AbstractLet f be a d-variate 2π periodic continuous function and let {Tn(f)}n, n=(n1,…,nd), be the...
AbstractWe obtain convenient expressions and/or efficient algorithms for the permanent of certain ve...
A problem on the formulation of the limit set for the sequences of increasing Toeplitz matrices eige...
In this paper we review some numerical methods for the computation of the spectral factorization of ...
AbstractExplicit expressions for the well-known Szegö limits are obtained for the cases when the upp...
In this paper, we present several high performance variants of the classical Schur algorithm to fact...
Infinite limitedly Toeplitz extensions of a finite rectangular Toeplitz matrix are considered. Condi...
In this thesis, we will explore Toeplitz matrices and their algebras. The Toeplitz matrices are squa...
In this paper we first recall some properties of triangle Toeplitz matrices of the Banach algebra Sr...
AbstractThe main purpose of this paper is to prove factorization results for finite Hankel and Toepl...
Let L be the infinite lower triangular Toeplitz matrix with first column (μ, a1, a2, ⋯, ap, a1, ⋯, a...
We discuss two methods to obtain the spectral factorizations of the inverse of a bi-infinite real bl...
In this note, we demonstrate explicit LU factorizations of Toeplitz matrices for some small sizes. F...
In this paper, we investigate some properties of Toeplitz matrices with respect to different matrix ...
Elsner L, Friedland S. Conjectures and remarks on the limit of the spectral radius of nonnegative an...
AbstractLet f be a d-variate 2π periodic continuous function and let {Tn(f)}n, n=(n1,…,nd), be the...
AbstractWe obtain convenient expressions and/or efficient algorithms for the permanent of certain ve...
A problem on the formulation of the limit set for the sequences of increasing Toeplitz matrices eige...
In this paper we review some numerical methods for the computation of the spectral factorization of ...
AbstractExplicit expressions for the well-known Szegö limits are obtained for the cases when the upp...
In this paper, we present several high performance variants of the classical Schur algorithm to fact...