Add to ORKGThis paper considered the application of generalized inverse of a matrix to models not of full rank. In the recent paper (1), On the generalized inverse of a matrix, the generalized inverse matrix was applied to solution of systems of equations that are linearly dependent and unbalanced. This paper is an extensive study of (1). It deals with the application of generalized inverse of a matrix to models that are not full rank
This book begins with the fundamentals of the generalized inverses, then moves to more advanced topi...
This thesis develops a general method for expressing ranks of matrix expressions that involve the Mo...
16 pages, 1 article*Use of Generalized Inverses in Linear Model Theory* (Rohde, Charles A.) 16 page
This paper considered the application of generalized inverse of a matrix to models not of full rank....
This paper seeks to find a generalized inverse of singular and rectangular matrices. It also looks ...
This paper briefly reviews the mathematical considerations behind the generalized inverse of a matri...
The generalized inverse is proving to be a very useful tool in modern linear matrix theory in partic...
Singular square matrices and rectangular matrices do not possess inverses in the regular sense of th...
Singular square matrices and rectangular matrices do not possess inverses in the regular sense of th...
This is a sequel to an earlier paper by the authors on the same subject presented at the Sixth Berke...
This paper deals with applications of generalized inverses (g-inverses) both in homogeneous and non-...
This study is a survey of the theory of the generalized-inverses of matrices as defined by Penrose. ...
AbstractGeneralized inverses of a partitioned matrix are characterized under some rank conditions on...
AbstractThe computation of the generalized inverse of a constant matrix is utilized in finding the g...
Generalized inverses of a partitioned matrix are characterized under some rank conditions on the blo...
This book begins with the fundamentals of the generalized inverses, then moves to more advanced topi...
This thesis develops a general method for expressing ranks of matrix expressions that involve the Mo...
16 pages, 1 article*Use of Generalized Inverses in Linear Model Theory* (Rohde, Charles A.) 16 page
This paper considered the application of generalized inverse of a matrix to models not of full rank....
This paper seeks to find a generalized inverse of singular and rectangular matrices. It also looks ...
This paper briefly reviews the mathematical considerations behind the generalized inverse of a matri...
The generalized inverse is proving to be a very useful tool in modern linear matrix theory in partic...
Singular square matrices and rectangular matrices do not possess inverses in the regular sense of th...
Singular square matrices and rectangular matrices do not possess inverses in the regular sense of th...
This is a sequel to an earlier paper by the authors on the same subject presented at the Sixth Berke...
This paper deals with applications of generalized inverses (g-inverses) both in homogeneous and non-...
This study is a survey of the theory of the generalized-inverses of matrices as defined by Penrose. ...
AbstractGeneralized inverses of a partitioned matrix are characterized under some rank conditions on...
AbstractThe computation of the generalized inverse of a constant matrix is utilized in finding the g...
Generalized inverses of a partitioned matrix are characterized under some rank conditions on the blo...
This book begins with the fundamentals of the generalized inverses, then moves to more advanced topi...
This thesis develops a general method for expressing ranks of matrix expressions that involve the Mo...
16 pages, 1 article*Use of Generalized Inverses in Linear Model Theory* (Rohde, Charles A.) 16 page