Asymptotic properties of orthogonal polynomials from their recurrence formula, II
Journal of Approximation Theory
Journal of Approximation Theory
Explicit inverse of a tridiagonal k−Toeplitz matrix
Numerische Mathematik
From Toeplitz matrix sequences to zero distribution of orthogonal polynomials
Contemporary mathematics
On orthogonal polynomials obtained via polynomial mappings
Journal of Approximation Theory
Inversion of k-tridiagonal matrices with Toeplitz structure
Computers & Mathematics with Applications
A fast elementary algorithm for computing the determinant of Toeplitz matrices
Journal of Computational and Applied Mathematics
Hi-index | 7.29 |
In this paper, we use the analytic theory for 2 and 3-Toeplitz matrices to obtain the explicit expressions for the eigenvalues, eigenvectors and the spectral measure associated to the corresponding infinite matrices. As an application we consider two solvable models related with the so-called chain model. Some numerical experiments are also included.