Integral Quadratic Constraints on Linear Infinite-dimensional Systems for Robust Stability Analysis

Concerning the analysis using continuous-time models, the input delay approach provided in [3] and refined in [2, 12, 13, 16], leads to relevant stability criteria since it is able

Stability and stabilizability problems were studied for both standard [2], [8] and weighted homogeneous [9], [22], [23], [6], [24], [25] systems which are the most popular today

In brief, the number of decision variables is independent from the order of G (s) and the solution obtained using the grid- ding is valid over the entire frequency domain.. Finally,

[11] studied nonlinear stochastic differential games, involving a major agent and a large number of collectively acting minor agents, as two-person zero-sum stochastic differential

Strong convergence results for BSDEs are then obtained in a general frame- work using the stability results previously obtained using a forward point of view and considering

The aim of this paper is to study linear infinite-dimensional systems subject to saturations and disturbances, therefore to analyse the asymptotic stability and to find

Parabolic Set Simulation for Reachability Analysis of Linear Time Invariant Systems with Integral Quadratic Constraint... Parabolic Set Simulation for Reachability Analysis of

Less conservative delay- dependent stability criteria for linear systems with interval time-varying delays.. Stability criterion for a class of descriptor systems with discrete