In this paper, we present a gradient based iterative algorithm for solving general linear
matrix equations by extending the Jacobi iteration and by applying the hierarchical …

A least squares based iterative identification algorithm is developed for Box–Jenkins models
(or systems). The proposed iterative algorithm can produce highly accurate parameter …

This note studies the iterative solutions to the coupled Sylvester-transpose matrix equation
with a unique solution. By using the hierarchical identification principle, an iterative …

Special matrices are very useful in signal processing and control systems. This paper
studies the transformations and relationships between some special matrices. The …

This paper is concerned with solutions to the so-called coupled Sylvester-transpose matrix
equations, which include the generalized Sylvester matrix equation and Lyapunov matrix …

In this paper, two iterative algorithms are proposed to solve the linear matrix equations
A1XB1+ C1XTD1= M1, A2XB2+ C2XTD2= M2. When the matrix equations are consistent, by …

In this paper, we present an iterative algorithm for solving the following coupled Sylvester-
transpose matrix equations over the generalized centro-symmetric matrix group (X 1, X 2 …

The non-linear deformation of a thin annular plate subjected to circumferentially distributed
bending moments is studied. A von Kármán plate model is adopted to formulate the …

We present a method to construct infinite families of entangling (and primitive) 2-qudit gates,
and amongst them entangling (and primitive) 2-qudit gates which satisfy the Yang-Baxter …

This note studies the iterative solutions to the extended Sylvester-conjugate transpose
matrix equations with a unique solution. By using the hierarchical identification principle, an …