This paper investigates representations of outer matrix inverses with prescribed range and/or none space in terms of inner inverses. Further, required inner inverses are computed as solutions of appropriate linear matrix equations (LME). In this way, algorithms for computing outer inverses are derived using solutions of appropriately defined LME. Using symbolic solutions to these matrix equations it is possible to derive corresponding algorithms in appropriate computer algebra systems. In addition, we give sufficient conditions to ensure the proper specialization of the presented representations. As a consequence, we derive algorithms to deal with outer inverses with prescribed range and/or none space and with meromorphic functional entries...
This paper deals with Unified Approach of Generalized inverse (g-inverse) and its applications. Gene...
J.R. Sendra is member of the Research Group ASYNACS (Ref.CT-CE2019/683)In this paper, given a field ...
Abstract In this article we characterize operators on Banach spaces which have the same projections ...
This paper investigates representations of outer matrix inverses with prescribed range and/or none s...
In this paper, we introduce the notion of outer generalized inverses, with predefined range and none...
In this paper, as a generalization of Urquhart’s formulas, we present a full description of the sets...
Conditions for the existence and representations of {2}-, {1}-, and {1, 2}-inverses which satisfy ce...
AbstractIn this paper, we establish a basic representation and a representation theorem for the oute...
The generalized inverse A(2)T,S of a matrix A is a {2}-inverse of A with the prescribed range T and ...
This book begins with the fundamentals of the generalized inverses, then moves to more advanced topi...
AbstractEfficient evaluation of the full-rank QDR decomposition is established. A method and algorit...
In this paper we propose two algorithms for computation of the outer inverse with prescribed range a...
The generalized inverse A T,S (2) of a matrix A is a {2}-inverse of A with the prescribed range T an...
The generalized inverse A T,S (2) of a matrix A is a {2}-inverse of A with the prescribed range T an...
In this paper, novel representations of generalized inverses of rational matrices are developed. The...
This paper deals with Unified Approach of Generalized inverse (g-inverse) and its applications. Gene...
J.R. Sendra is member of the Research Group ASYNACS (Ref.CT-CE2019/683)In this paper, given a field ...
Abstract In this article we characterize operators on Banach spaces which have the same projections ...
This paper investigates representations of outer matrix inverses with prescribed range and/or none s...
In this paper, we introduce the notion of outer generalized inverses, with predefined range and none...
In this paper, as a generalization of Urquhart’s formulas, we present a full description of the sets...
Conditions for the existence and representations of {2}-, {1}-, and {1, 2}-inverses which satisfy ce...
AbstractIn this paper, we establish a basic representation and a representation theorem for the oute...
The generalized inverse A(2)T,S of a matrix A is a {2}-inverse of A with the prescribed range T and ...
This book begins with the fundamentals of the generalized inverses, then moves to more advanced topi...
AbstractEfficient evaluation of the full-rank QDR decomposition is established. A method and algorit...
In this paper we propose two algorithms for computation of the outer inverse with prescribed range a...
The generalized inverse A T,S (2) of a matrix A is a {2}-inverse of A with the prescribed range T an...
The generalized inverse A T,S (2) of a matrix A is a {2}-inverse of A with the prescribed range T an...
In this paper, novel representations of generalized inverses of rational matrices are developed. The...
This paper deals with Unified Approach of Generalized inverse (g-inverse) and its applications. Gene...
J.R. Sendra is member of the Research Group ASYNACS (Ref.CT-CE2019/683)In this paper, given a field ...
Abstract In this article we characterize operators on Banach spaces which have the same projections ...