Volume Two: Matrix Equations, Spectral Problems and Stability of Dynamic Systems
A. G. Mazko Institute of Mathematics, National Academy of Sciences, Kiev, Ukraine
This volume contains the methods for localization of eigenvalues of matrices and matrix functions, based on the construction and study of the generalized Lyapunov equation
2008 Hbk ISBN: 978-1-904868-52-1 300pp
The theory of linear equations and operators in a matrix space is developed and the known theorems on the inertia of Hermitian solutions of matrix equations are generalizes. The volume is intended for researchers, engineers and postgraduates interested in the theory of stability and stabilization of dynamic systems, matrix analysis and applications.
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