Lyapunov and Sylvester equations play an important role in linear systems theory. This paper deals with a method of solving such equations of the form AP + PB = K and P - APB = K with A ∈
AbstractTwo problems related to the equation AX + XB = C are investigated. The first deals with the ...
AbstractIn Part I of this article, we proposed a finite iterative algorithm for the one-sided and ge...
A study is done of solution methods for Linear Matrix Equations including Lyapunov's equation, using...
AbstractLyapunov and Sylvester equations play an important role in linear systems theory. This paper...
A two-variable polynomial approach to solve the one-variable polynomial Lyapunov and Sylvester equat...
AbstractThis paper describes how the well-known Lyapunov theory can be used for thedevelopment of a ...
AbstractA parallel iterative scheme for solving coupled algebraic Lyapunov equations of discrete-tim...
AbstractThis paper is concerned with the numerical solution of large scale Sylvester equations AX−XB...
U ovom radu bavit ćemo se Sylvesterovom jednadžbom koja je dobila ime po engleskom matematičaru Jame...
In this thesis, we investigate the numerical solution of large-scale linear matrix equations arising...
We address the problem of computing a low-rank estimate Y of the solution X of the Lyapunov equation...
In this paper, we establish a connection between Krylov subspace techniques for Multipoint Pade inte...
In the numerical treatment of large-scale Sylvester and Lyapunov equations, projection methods requi...
AbstractIn this paper, we establish a connection between Krylov subspace techniques for Multipoint P...
In dissertation the problem of solving and optimizing the solution of structured Sylvester (i.e. Lya...
AbstractTwo problems related to the equation AX + XB = C are investigated. The first deals with the ...
AbstractIn Part I of this article, we proposed a finite iterative algorithm for the one-sided and ge...
A study is done of solution methods for Linear Matrix Equations including Lyapunov's equation, using...
AbstractLyapunov and Sylvester equations play an important role in linear systems theory. This paper...
A two-variable polynomial approach to solve the one-variable polynomial Lyapunov and Sylvester equat...
AbstractThis paper describes how the well-known Lyapunov theory can be used for thedevelopment of a ...
AbstractA parallel iterative scheme for solving coupled algebraic Lyapunov equations of discrete-tim...
AbstractThis paper is concerned with the numerical solution of large scale Sylvester equations AX−XB...
U ovom radu bavit ćemo se Sylvesterovom jednadžbom koja je dobila ime po engleskom matematičaru Jame...
In this thesis, we investigate the numerical solution of large-scale linear matrix equations arising...
We address the problem of computing a low-rank estimate Y of the solution X of the Lyapunov equation...
In this paper, we establish a connection between Krylov subspace techniques for Multipoint Pade inte...
In the numerical treatment of large-scale Sylvester and Lyapunov equations, projection methods requi...
AbstractIn this paper, we establish a connection between Krylov subspace techniques for Multipoint P...
In dissertation the problem of solving and optimizing the solution of structured Sylvester (i.e. Lya...
AbstractTwo problems related to the equation AX + XB = C are investigated. The first deals with the ...
AbstractIn Part I of this article, we proposed a finite iterative algorithm for the one-sided and ge...
A study is done of solution methods for Linear Matrix Equations including Lyapunov's equation, using...
DOI
Add to ORKG