AbstractThe shorting of an operator, hitherto considered by Krein [11] and by Anderson and Trapp [3] only for positive operators, is extended to rectangular matrices and square matrices not necessarily hermitian nonnegative definite. Some applications of the shorted matrix in mathematical statistics are discussed
AbstractThis paper is a sequel to earlier study of the authors' on the nonunique shorted matrix unde...
AbstractThe shorted operator defined by Mitra and Puri [10] and the generalized Schur complement of ...
AbstractWe study the positive (semidefinite) solutions to the matrix equation X = A− BX-1B∗ under th...
AbstractThe shorting of an operator, hitherto considered by Krein [11] and by Anderson and Trapp [3]...
The shorting of an operator, hitherto considered by Krein [11] and by Anderson and Trapp [3] only fo...
AbstractIn this paper, our main objective is to study the effect of appending/deleting a column/row ...
AbstractThis paper is a sequel to earlier study of the authors' on the nonunique shorted matrix unde...
AbstractIn this paper we study shorted operators relative to two different subspaces, for bounded op...
In this paper we study shorted operators relative to two different subspaces, for bounded operators ...
AbstractIn this paper, our main objective is to study the effect of appending/deleting a column/row ...
In this paper we study shorted operators relative to two different subspaces, for bounded operators ...
Given a n × n positive semidefinite matrix A and a subspace S of ℂn, ∑(S, A) denotes the shorted mat...
Given a n × n positive semidefinite matrix A and a subspace S of ℂn, ∑(S, A) denotes the shorted mat...
Given a n × n positive semidefinite matrix A and a subspace S of ℂn, ∑(S, A) denotes the shorted mat...
AbstractThe shorted operator defined by Mitra and Puri [10] and the generalized Schur complement of ...
AbstractThis paper is a sequel to earlier study of the authors' on the nonunique shorted matrix unde...
AbstractThe shorted operator defined by Mitra and Puri [10] and the generalized Schur complement of ...
AbstractWe study the positive (semidefinite) solutions to the matrix equation X = A− BX-1B∗ under th...
AbstractThe shorting of an operator, hitherto considered by Krein [11] and by Anderson and Trapp [3]...
The shorting of an operator, hitherto considered by Krein [11] and by Anderson and Trapp [3] only fo...
AbstractIn this paper, our main objective is to study the effect of appending/deleting a column/row ...
AbstractThis paper is a sequel to earlier study of the authors' on the nonunique shorted matrix unde...
AbstractIn this paper we study shorted operators relative to two different subspaces, for bounded op...
In this paper we study shorted operators relative to two different subspaces, for bounded operators ...
AbstractIn this paper, our main objective is to study the effect of appending/deleting a column/row ...
In this paper we study shorted operators relative to two different subspaces, for bounded operators ...
Given a n × n positive semidefinite matrix A and a subspace S of ℂn, ∑(S, A) denotes the shorted mat...
Given a n × n positive semidefinite matrix A and a subspace S of ℂn, ∑(S, A) denotes the shorted mat...
Given a n × n positive semidefinite matrix A and a subspace S of ℂn, ∑(S, A) denotes the shorted mat...
AbstractThe shorted operator defined by Mitra and Puri [10] and the generalized Schur complement of ...
AbstractThis paper is a sequel to earlier study of the authors' on the nonunique shorted matrix unde...
AbstractThe shorted operator defined by Mitra and Puri [10] and the generalized Schur complement of ...
AbstractWe study the positive (semidefinite) solutions to the matrix equation X = A− BX-1B∗ under th...