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Upper and lower matrix bounds of the solution for the discreteLyapunov equation

机译:离散Lyapunov方程解的矩阵上下界

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摘要

New matrix bounds of the solution for the discrete algebraic matrix Lyapunov equation are established. The upper and lower eigenvalue bounds such as each eigenvalue including the extreme ones, the trace, and the determinant are also determined by these matrix bounds for the same solution. The present schemes are tighter as compared with the majority of existing results
机译:建立了离散代数矩阵Lyapunov方程解的新矩阵界。特征值的上限和下限(例如每个特征值,包括极限值,迹线和行列式)也由相同解的这些矩阵范围确定。与大多数现有结果相比,本方案更加严格

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