ABSTRACT Some methods of finding the solutions of Matrix equation AX XB = C were discussed starting with Sylvester Method which used the characteristic polinomial. Then it was continued with the use of generalized inverses theory to derive the solution of the singular case. Further, the theory of resultant was also considered to find the solution. Keywords : Resultant, Generalized Inverses, Sylvester Metho
This paper presents the solution of a general constrained matrix equation using generalized inverses...
Linear matrix equations play a very important role in system theory. In this paper we undertake the ...
Singular square matrices and rectangular matrices do not possess inverses in the regular sense of th...
ABSTRACT Some methods of finding the solutions of Matrix equation AX XB = C were discussed startin...
This paper briefly reviews the mathematical considerations behind the generalized inverse of a matri...
The problem of construction the general solution of the generalized matrix Sylvester equation is con...
AbstractA singular matrix A is perturbed algebraically to obtain a nonsingular matrix B. Particular ...
This paper seeks to find a generalized inverse of singular and rectangular matrices. It also looks ...
AbstractThe solution of the linear matrix equations (i) AXB+CYD=E and (ii) (AXB, FXG)=(E, H) are con...
This paper describes a generalization of the inverse of a non-singular matrix, as the unique solutio...
Each chapter ends with a list of references for further reading. Undoubtedly, these will be useful f...
AbstractThis note considers the solution to the generalized Sylvester matrix equation AV+BW=EVF with...
In this paper, a system of linear matrix equations is considered. A new necessary and sufficient con...
AbstractAn algorithm is given for constructing the generalized integer inverse of a matrix. This gen...
The main result of the paper is a theorem, using which a new proof of Roth's theorem is obtained, a ...
This paper presents the solution of a general constrained matrix equation using generalized inverses...
Linear matrix equations play a very important role in system theory. In this paper we undertake the ...
Singular square matrices and rectangular matrices do not possess inverses in the regular sense of th...
ABSTRACT Some methods of finding the solutions of Matrix equation AX XB = C were discussed startin...
This paper briefly reviews the mathematical considerations behind the generalized inverse of a matri...
The problem of construction the general solution of the generalized matrix Sylvester equation is con...
AbstractA singular matrix A is perturbed algebraically to obtain a nonsingular matrix B. Particular ...
This paper seeks to find a generalized inverse of singular and rectangular matrices. It also looks ...
AbstractThe solution of the linear matrix equations (i) AXB+CYD=E and (ii) (AXB, FXG)=(E, H) are con...
This paper describes a generalization of the inverse of a non-singular matrix, as the unique solutio...
Each chapter ends with a list of references for further reading. Undoubtedly, these will be useful f...
AbstractThis note considers the solution to the generalized Sylvester matrix equation AV+BW=EVF with...
In this paper, a system of linear matrix equations is considered. A new necessary and sufficient con...
AbstractAn algorithm is given for constructing the generalized integer inverse of a matrix. This gen...
The main result of the paper is a theorem, using which a new proof of Roth's theorem is obtained, a ...
This paper presents the solution of a general constrained matrix equation using generalized inverses...
Linear matrix equations play a very important role in system theory. In this paper we undertake the ...
Singular square matrices and rectangular matrices do not possess inverses in the regular sense of th...