This paper studies the numerical solutions of a class of periodic coupled matrix equations.
Based on the least square method, a finite iterative algorithm for a class of periodic coupled …

At present, gradient iteration methods have been used to solve various Sylvester matrix
equations and proved effective. Based on this method, we generalize the factor gradient …

This work is devoted to designing two conjugate gradient methods for the least Frobenius
norm solution of the generalized periodic Sylvester matrix equations. When the studied …

In this paper, by applying Kronecker product and vectorization operator, we extend two
mathematical equivalent forms of the conjugate residual squared (CRS) method to solve the …

The present work proposes a finite iterative algorithm to find the least squares solutions of
periodic matrix equations over symmetric ξ-periodic matrices. By this algorithm, for any initial …

This work describes an approach for synthesizing state-feedback controllers for discrete-
time systems, taking into account performance aspects. The proposed methodology is based …

In this paper, two iterative algorithms are constructed to obtain the positive definite solutions
of the discrete periodic algebraic Riccati matrix equations. In these two algorithms, the …

In this paper, to solve the time-varying Sylvester tensor equations (TVSTEs) with noise, we
will design three noise-tolerant continuous-time Zhang neural networks (NTCTZNNs) …

With the continuous upgrading of smart devices, people are using smartphones more and
more frequently. People not only browse the information they need on the Internet, but also …

With the continuous upgrading of smart devices, people are using smartphones more and
more frequently. People not only browse the information they need on the Internet, but also …