Further results on the measurement of solution bounds of the generalized Lyapunov equations

This paper discusses further results for the bounds of the solutions of the algebraic matrix Generalized Lyapunov Equations (GLE). Several iterative procedures for more precise estimations are proposed. Furthermore, some new matrix and eigenvalue bounds for the solutions of the GLE are measured by making use of linear algebraic techniques. It is also shown the majority of existing matrix bounds of the continuous and discrete Lyapunov equations are the special cases of ours.