The problem of robust D-stability analysis with respect to real convex polytopic uncertainties
is tackled. A new LMI-based sufficient condition for the existence of parameter-dependent …

A new set of invariants for linear systems--Application to reduced order compensator design
Page 1 IEEE TMWNSACTIONS ON AUTOHATIC CONTROL, VOL. AC-28. NO. 10 …

This paper presents a method for assigning the poles in a specified disk by state feedback
for a linear discrete or continuous time uncertain system, the uncertainty being norm …

In this paper, the generalized Lyapunov equation approach is used to study stochastic
stabilization/detectability with state-multiplicative noise. Some practical test criteria for …

This paper introduces an H-representation method to express an n 2× 1 vector X→ as X→=
H [(X)\tilde]. Based on the introduced H-representation approach, several topics are …

This technical note applies the spectrum technique to deal with the interval stability and
stabilization of linear stochastic time-invariant systems. First, the notion of (-beta,-alpha) …

The problem of designing robust control laws, in performance and in stability, for uncertain
linear systems is considered. Performances are taken into account using root clustering of …

This paper considers state feedback mixed H 2/H∞ control with pole placement via convex
optimization. A generalized Riccati equation and a change of variable technique are …

The paper deals with quadratic guaranteed cost control with pole placement in a disk. The
objective is twofold: first to translate to discrete-time systems previous results for continuous …

LMI (Linear Matrix Inequalities) regions is an important class of convex subsets of $\mathbb
C $ arising in control theory. An LMI region $\mathfrak D $ is defined by its matrix-valued …