Maximal Nonlinear Perturbation Bounds for Matrices and Polynomials With Shifted Left Sector Stability
具有左移左扇区稳定性的矩阵与多项式的最大非线性摄动边界

This paper considers the robust stability of m-cube perturbation families of matrices and polynomials, respectively, where the stability region is defined as a shifed left sector in the complex plane. The paper gives the maximal perturbation bounds for the above families with robust stability.