AbstractFor when the Sylvester matrix equation has a unique solution, this work provides a closed form solution, which is expressed as a polynomial of known matrices. In the case of non-uniqueness, the solution set of the Sylvester matrix equation is a subset of that of a deduced equation, which is a system of linear algebraic equations
In this paper we propose two new operators for complex polynomial matrices. One is the conjugate pro...
We investigate the numerical solution of stable Sylvester equations via iterative schemes proposed f...
We investigate the numerical solution of stable Sylvester equations via iterative schemes proposed f...
AbstractIn this paper we introduce the concept of co-solution of a polynomial matrix equation which ...
Solvability and general solutions to dynamic systems in polynomial matrix descriptions are investiga...
Solvability and general solutions to dynamic systems in polynomial matrix descriptions are investiga...
Solvability and general solutions to dynamic systems in polynomial matrix descriptions are investiga...
Solvability and general solutions to dynamic systems in polynomial matrix descriptions are investiga...
Solvability and general solutions to dynamic systems in polynomial matrix descriptions are investiga...
This paper presents the solution of the constrained Sylvester equation associated to linear descript...
A class of matrix differential equations is observed in this article. The conditions, un...
AbstractAn algebraic viewpoint permits the formulation of necessary and sufficient conditions for th...
Matrix Sylvester differential equations are introduced in the study of Laguerre–Hahn orthogonal poly...
Numerical procedures and codes for linear Diophantine polynomial equations are proposed in this pape...
AbstractSome explicit closed-form solutions of homogeneous and nonhomogeneous Sylvester-conjugate ma...
In this paper we propose two new operators for complex polynomial matrices. One is the conjugate pro...
We investigate the numerical solution of stable Sylvester equations via iterative schemes proposed f...
We investigate the numerical solution of stable Sylvester equations via iterative schemes proposed f...
AbstractIn this paper we introduce the concept of co-solution of a polynomial matrix equation which ...
Solvability and general solutions to dynamic systems in polynomial matrix descriptions are investiga...
Solvability and general solutions to dynamic systems in polynomial matrix descriptions are investiga...
Solvability and general solutions to dynamic systems in polynomial matrix descriptions are investiga...
Solvability and general solutions to dynamic systems in polynomial matrix descriptions are investiga...
Solvability and general solutions to dynamic systems in polynomial matrix descriptions are investiga...
This paper presents the solution of the constrained Sylvester equation associated to linear descript...
A class of matrix differential equations is observed in this article. The conditions, un...
AbstractAn algebraic viewpoint permits the formulation of necessary and sufficient conditions for th...
Matrix Sylvester differential equations are introduced in the study of Laguerre–Hahn orthogonal poly...
Numerical procedures and codes for linear Diophantine polynomial equations are proposed in this pape...
AbstractSome explicit closed-form solutions of homogeneous and nonhomogeneous Sylvester-conjugate ma...
In this paper we propose two new operators for complex polynomial matrices. One is the conjugate pro...
We investigate the numerical solution of stable Sylvester equations via iterative schemes proposed f...
We investigate the numerical solution of stable Sylvester equations via iterative schemes proposed f...