We consider the problem of analysis and control of Linear Parameter Varying (LPV)
systems. With regard to such problems, solving rationally parametric Lyapunov and Riccati …

We study large‐scale, continuous‐time linear time‐invariant control systems with a sparse or
structured state matrix and a relatively small number of inputs and outputs. The main …

In this paper two parameter-dependent control problems for linear, parametrically varying
(LPV) systems are presented. Sufficient conditions for exponential stability and an induced L …

We consider the problem of analysis and control of spatially invariant discretely distributed
systems. It is well known that for certain types of subsystem models, the interconnected …

Control theory is one of the most rapidly developing disciplines of mathematics and
engineering in the second half of the 20th century. In the past decade, implementations of …

We consider stability analysis and state feedback synthesis for Linear Parameter Varying
(LPV) systems. LPV systems are defined as linear systems whose dynamics depend on …

For linear systems with a rational dependence on some unknown but measurable time-
varying parameters, we use parameter-dependent Lyapunov functions to devise algorithms …

We propose an algorithm for the numerical solution of the Lur'e equations in the bounded
real and positive real lemma for stable systems. The algorithm provides approximate …

The problem of rational L/sub/spl infin//norm approximation of multivariable systems is
treated in this paper. L/sub/spl infin//norm approximation of simultaneous muitivariable …

An iterative algorithm to solve Algebraic Riccati Equations with an indefinite quadratic term
is proposed. The global convergence and local quadratic rate of convergence of the …