On the estimation of eigenvalue regions for discrete time-delay systems with a class of highly structured perturbations

Related Items (1)

Real stability radii of linear time-invariant time-delay systems

Cites Work

Unnamed Item
Unnamed Item
Unnamed Item
Pole-assignement robustness in a specified disk
Robustness of pole location in perturbed systems
Robustness of disk-stability for perturbed large-scale systems
D-stability analysis for discrete systems with a time delay
Decentralized optimization for distributed-lag models of discrete systems
Robust root clustering for linear uncertain systems using generalized Lyapunov theory
Robustness of pole assignment in a specified region for perturbed systems
A generalization of Kharitonov's four-polynomial concept for robust stability problems with linearly dependent coefficient perturbations
Delay-independent stability criteria for discrete-delay systems
Perturbation bounds for root-clustering of linear discrete-time systems
On the analysis of eigenvalue assignment robustness
Modelling and hierarchical optimization for oversaturated urban road traffic networks
A Discrete Dynamic Model with Distributed Transport Delays and Its Hierarchical Optimization for Preserving Stream Quality
Stability of large-scale nonlinear systems--Quadratic-order theory of composite-system method using M-matrices
Linear matrix equations and root clustering
Robust D-stability for linear uncertain discrete time-delay systems
Eigenvalue clustering in subregions of the complex plane for interval dynamic systems
Robustness of eigenvalue clustering in various regions of the complex plane for perturbed systems
A general theory for matrix root-clustering in subregions of the complex plane

This page was built for publication: On the estimation of eigenvalue regions for discrete time-delay systems with a class of highly structured perturbations