DOIAbstract
AbstractIn this paper, we offer purely algebraic necessary and sufficient conditions for reverse order laws for generalized inverses in C∗-algebras, extending rank conditions for matrices and range conditions for Hilbert space operators
AbstractIn this paper, we offer purely algebraic necessary and sufficient conditions for reverse order laws for generalized inverses in C∗-algebras, extending rank conditions for matrices and range conditions for Hilbert space operators
AbstractThis paper presents conditions which are necessary and sufficient for (AB>)+ = B+Aω for all ...
The relationships between generalized inverses of the product of two matrices A; B and the product o...
AbstractBy using the ranks of matrices, this article gives necessary and sufficient conditions for t...
AbstractIn this paper, we offer purely algebraic necessary and sufficient conditions for reverse ord...
Reverse order laws for generalized inverses of products of matrices are a class of algebraic matrix ...
In this paper we extend the invariance of the product AC B under a generalized inverse C of a matr...
AbstractIn this paper we establish some results relating star, left-star, right-star, minus ordering...
In this paper we establish some results relating star, left-star, right-star, minus ordering and the...
AbstractIn this paper we present new results related to the reverse order law for the Moore–Penrose ...
In this paper, we study the reverse order law for the Moore–Penrose inverse of the product of three ...
The reverse order laws and the mixed-type reverse order laws for generalized inverses of multiple ma...
This book addresses selected topics in the theory of generalized inverses. Following a discussion of...
AbstractSome new results on “reverse order law” related to the generalized inverse of the product of...
The generalized inverse has many important applications in aspects of the theoretical research of ma...
AbstractThis paper is to present some equivalent conditions concerning the reverse order law (AB)#=B...
AbstractThis paper presents conditions which are necessary and sufficient for (AB>)+ = B+Aω for all ...
The relationships between generalized inverses of the product of two matrices A; B and the product o...
AbstractBy using the ranks of matrices, this article gives necessary and sufficient conditions for t...
AbstractIn this paper, we offer purely algebraic necessary and sufficient conditions for reverse ord...
Reverse order laws for generalized inverses of products of matrices are a class of algebraic matrix ...
In this paper we extend the invariance of the product AC B under a generalized inverse C of a matr...
AbstractIn this paper we establish some results relating star, left-star, right-star, minus ordering...
In this paper we establish some results relating star, left-star, right-star, minus ordering and the...
AbstractIn this paper we present new results related to the reverse order law for the Moore–Penrose ...
In this paper, we study the reverse order law for the Moore–Penrose inverse of the product of three ...
The reverse order laws and the mixed-type reverse order laws for generalized inverses of multiple ma...
This book addresses selected topics in the theory of generalized inverses. Following a discussion of...
AbstractSome new results on “reverse order law” related to the generalized inverse of the product of...
The generalized inverse has many important applications in aspects of the theoretical research of ma...
AbstractThis paper is to present some equivalent conditions concerning the reverse order law (AB)#=B...
AbstractThis paper presents conditions which are necessary and sufficient for (AB>)+ = B+Aω for all ...
The relationships between generalized inverses of the product of two matrices A; B and the product o...
AbstractBy using the ranks of matrices, this article gives necessary and sufficient conditions for t...
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