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Lyapunov Theory and Perturbations of Differential Equations
SIAM Journal on Mathematical Analysis, 1973In this paper we discuss qualitative properties of the solution of systems of ordinary differential equations and perturbations of such systems in the event a Lyapunov function is known whose derivative along solutions of the system satisfies a strong negative definite condition.
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Solving Projected generalized Lyapunov Equations using SLICOT
2006 IEEE Conference on Computer-Aided Control Systems Design, 2006We discuss the numerical solution of projected generalized Lyapunov equations. Such equations arise in many control problems for linear time-invariant descriptor systems including stability analysis, balancing and model order reduction. We present solvers for projected generalized Lyapunov equations based on matrix equations subroutines that are ...
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Lyapunov and Sylvester Matrix Equations
2013ADI iterative solution of Lyapunov and Sylvester matrix equations may be enhanced by availability of a stable algorithm for similarity reduction of a full nonsymmetric real matrix to low bandwidth Hessenberg form. An efficient and seemingly stable method described here has been applied successfully to an assortment of test problems.
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Lyapunov Theory for Dynamic Equations
2016In the present, the direct method of motion stability analysis is extended for a number of classes of equations involved in the description of many natural processes and phenomena. Depending on the type of auxiliary functions used (scalar, vector, or matrix), the initial system is transformed by means of a Lyapunov function into a system (scalar ...
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Data Informativity for Lyapunov Equations
IEEE Control Systems Letters, 2023Ikumi Banno +4 more
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Numerical Solution of the Stable, Non-negative Definite Lyapunov Equation Lyapunov Equation
IMA Journal of Numerical Analysis, 1982openaire +1 more source
A convergence-accelerated Zhang neural network and its solution application to Lyapunov equation
Neurocomputing, 2016Lin Xiao, Bolin Liao
exaly

