AbstractA formula for the partitioned minimum-norm reflexive generalized inverse is applied to find the general symmetric solution X to the matrix equation AX=B. Also the dimension of the space of symmetric solutions is established
AbstractGiven the equations AX = XAT and AX = YB with arbitrary nonzero real matrices A and B of the...
The symmetric M-matrix and symmetric M0-matrix completion problems are solved and results of Johnson...
Inverse matrices applied to analysis and minimization of systems of linear equation
AbstractA formula for the partitioned minimum-norm reflexive generalized inverse is applied to find ...
AbstractThe symmetric solutions of linear matrix equations like AX = B have been considered using th...
AbstractThe symmetric solutions of linear matrix equations AX = C and AXB = C are considered. The ne...
AbstractThe necessary and sufficient conditions for the existence of and the expressions for the sym...
AbstractGiven symmetric generalized inverses of Aχx′c, where χ is a vector with n components, we obt...
AbstractGiven symmetric generalized inverses of Aχx′c, where χ is a vector with n components, we obt...
AbstractIn this paper R.E. Cline's formula for the generalized inverse of the partitioned matrix (U,...
AbstractThe necessary and sufficient conditions for the existence of and the expressions for the sym...
AbstractThe symmetric solutions of linear matrix equations like AX = B have been considered using th...
AbstractIn this paper, we are concerned with the following two problems. In Problem I, we describe t...
AbstractFor the pair of matrix equations AX = C, XB = D this paper gives common solutions of minimum...
AbstractA symmetrizer of a given pair of matrices, A and B, is defined as a matrix X for which the p...
AbstractGiven the equations AX = XAT and AX = YB with arbitrary nonzero real matrices A and B of the...
The symmetric M-matrix and symmetric M0-matrix completion problems are solved and results of Johnson...
Inverse matrices applied to analysis and minimization of systems of linear equation
AbstractA formula for the partitioned minimum-norm reflexive generalized inverse is applied to find ...
AbstractThe symmetric solutions of linear matrix equations like AX = B have been considered using th...
AbstractThe symmetric solutions of linear matrix equations AX = C and AXB = C are considered. The ne...
AbstractThe necessary and sufficient conditions for the existence of and the expressions for the sym...
AbstractGiven symmetric generalized inverses of Aχx′c, where χ is a vector with n components, we obt...
AbstractGiven symmetric generalized inverses of Aχx′c, where χ is a vector with n components, we obt...
AbstractIn this paper R.E. Cline's formula for the generalized inverse of the partitioned matrix (U,...
AbstractThe necessary and sufficient conditions for the existence of and the expressions for the sym...
AbstractThe symmetric solutions of linear matrix equations like AX = B have been considered using th...
AbstractIn this paper, we are concerned with the following two problems. In Problem I, we describe t...
AbstractFor the pair of matrix equations AX = C, XB = D this paper gives common solutions of minimum...
AbstractA symmetrizer of a given pair of matrices, A and B, is defined as a matrix X for which the p...
AbstractGiven the equations AX = XAT and AX = YB with arbitrary nonzero real matrices A and B of the...
The symmetric M-matrix and symmetric M0-matrix completion problems are solved and results of Johnson...
Inverse matrices applied to analysis and minimization of systems of linear equation
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