In this paper, we discuss the problem of computing the H _ ∞ H∞-norm of transfer functions
associated to large-scale descriptor systems. We exploit the relationship between the H _ ∞ …

Skew-Hamiltonian/Hamiltonian matrix pencils λ S—H appear in many applications,
including linear-quadratic optimal control problems, H∞-optimization, certain multibody …

This thesis considers the linear-quadratic optimal control problem for differential-algebraic
systems. In this first part, a complete theoretical analysis of this problem is presented. The …

A survey of methods from numerical linear algebra for linear constant coefficient differential-
algebraic equations (DAEs) and descriptor control systems is presented. We discuss …

Efficient and realible algorithms for finding the L-infinity norm for both continuous-and
discrete-time descriptor systems have been recently developed. These algorithms exploit …

The periodic QZ algorithm involved in the structure-preserving skew-Hamiltonian/
Hamiltonian algorithm is investigated. These are key algorithms for many applications in …

A rational approach is presented for minimizing the dynamic response of reinforced concrete
framed structures forced by a seismic base acceleration. Reference is made to EC8 …

The periodic QZ (pQZ) algorithm is the key solver in many applications, including periodic
systems, cyclic matrices and matrix pencils, and solution of skew-Hamiltonian/Hamiltonian …

The periodic QZ (pQZ) algorithm is a basic tool in many applications, including periodic
systems, cyclic matrices and matrix pencils, and solution of skew-Hamiltonian/Hamiltonian …

The periodic QZ (pQZ) algorithm is a basic tool in many applications, including periodic
systems, cyclic matrices and matrix pencils, and solution of skew-Hamiltonian/Hamiltonian …