The present monograph studies the asymptotic behaviour of eigenvalues, products and
functions of block Toeplitz matrices generated by the Fourier coefficients of a continuous …

In this paper we present an eigenvalue decomposition for any real symmetric tridiagonal 2-
Toeplitz matrix of odd order, where the eigenvector matrix is orthogonal. Using this …

In this paper, we study the asymptotic optimality of a low-complexity coding strategy for
Gaussian vector sources. Specifically, we study the convergence speed of the rate of such a …

In this paper, we present a low-complexity coding strategy to encode (compress) finite-
length data blocks of Gaussian vector sources. We show that for large enough data blocks of …

There has been an increased interest in controlling complex systems using Model Predictive
Control (MPC). However, the use of resource-constrained computing platforms in these …

In this paper, we study the asymptotic optimality of a low-complexity coding strategy for
Gaussian vector sources. Specifically, we study the convergence speed of the rate of such a …

In this paper we review the typical Toeplitz matrices and block circulant matrices, and
propose the a circulant Hadamard matrix which is consisted of+ 1 and-1, but its structure is …

본 논문에서는 기존 Toeplitz 행렬 (matrix) 과 블록 순환 (block circulant) 행렬에 대해 검토하고,
새로운 순환 Hadamard 행렬을 제안했다. 제안한 순환 Hadamard 행렬은+ 1 과? 1 로 구성되나 …