AbstractIn this paper R.E. Cline's formula for the generalized inverse of the partitioned matrix (U, V) is simplified. The result is then applied to a particular case investigated by A. Ben-Israel
Let A be a m × n matrix and a be an m × 1 vector. In this paper, the authors have obtained formulae ...
AbstractAn essential part of Cegielski’s [Obtuse cones and Gram matrices with non-negative inverse, ...
This paper briefly reviews the mathematical considerations behind the generalized inverse of a matri...
AbstractIn this paper R.E. Cline's formula for the generalized inverse of the partitioned matrix (U,...
AbstractThe problem of developing conditions under which generalized inverses of a partitioned matri...
AbstractGeneralized inverses of a partitioned matrix are characterized under some rank conditions on...
Generalized inverses of a partitioned matrix are characterized under some rank conditions on the blo...
AbstractGiven symmetric generalized inverses of Aχx′c, where χ is a vector with n components, we obt...
summary:In this paper an algorithm for calculating the inverse matrix of the matrix partitioned into...
AbstractWe give an explicit formula for the Moore-Penrose inverse of an m × n partitioned matrix M=(...
summary:In this paper the problem of the inversion of a block matrix is considered. Formulas for the...
AbstractGeneralized inverses of a partitioned matrix are characterized under some rank conditions on...
This paper seeks to find a generalized inverse of singular and rectangular matrices. It also looks ...
summary:In this paper the problem of the inversion of a block matrix is considered. Formulas for the...
AbstractA formula for the inverse of any nonsingular matrix partitioned into two-by-two blocks is de...
Let A be a m × n matrix and a be an m × 1 vector. In this paper, the authors have obtained formulae ...
AbstractAn essential part of Cegielski’s [Obtuse cones and Gram matrices with non-negative inverse, ...
This paper briefly reviews the mathematical considerations behind the generalized inverse of a matri...
AbstractIn this paper R.E. Cline's formula for the generalized inverse of the partitioned matrix (U,...
AbstractThe problem of developing conditions under which generalized inverses of a partitioned matri...
AbstractGeneralized inverses of a partitioned matrix are characterized under some rank conditions on...
Generalized inverses of a partitioned matrix are characterized under some rank conditions on the blo...
AbstractGiven symmetric generalized inverses of Aχx′c, where χ is a vector with n components, we obt...
summary:In this paper an algorithm for calculating the inverse matrix of the matrix partitioned into...
AbstractWe give an explicit formula for the Moore-Penrose inverse of an m × n partitioned matrix M=(...
summary:In this paper the problem of the inversion of a block matrix is considered. Formulas for the...
AbstractGeneralized inverses of a partitioned matrix are characterized under some rank conditions on...
This paper seeks to find a generalized inverse of singular and rectangular matrices. It also looks ...
summary:In this paper the problem of the inversion of a block matrix is considered. Formulas for the...
AbstractA formula for the inverse of any nonsingular matrix partitioned into two-by-two blocks is de...
Let A be a m × n matrix and a be an m × 1 vector. In this paper, the authors have obtained formulae ...
AbstractAn essential part of Cegielski’s [Obtuse cones and Gram matrices with non-negative inverse, ...
This paper briefly reviews the mathematical considerations behind the generalized inverse of a matri...
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