AbstractBy applying the restricted singular value decomposition R-SVD (QQ-SVD), in this article we derive structures of least squares g-inverses and minimum norm g-inverses of a bordered matrixM=ABC0.We also obtain the specific formulation of the pesudo-inverse M†
International audienceUsing a unified approach, simple derivations for the recursive determination o...
AbstractIn this paper, we consider least-square solutions of inverse problem for Hermitian generaliz...
AbstractUsing a unified approach, simple derivations for the recursive determination of different ty...
AbstractBy applying the restricted singular value decomposition R-SVD (QQ-SVD), in this article we d...
AbstractIn this article we study the structure and properties of g-inverse M− of the bordered matrix...
AbstractIn this paper, we derive equivalent conditions for reverse order laws of least squares g-inv...
AbstractAnalogous to minimum norm g-inverses and least squares g-inverses for real matrices, we intr...
AbstractIn this paper, we derive equivalent conditions for reverse order laws of least squares g-inv...
This is a sequel to an earlier paper by the authors on the same subject presented at the Sixth Berke...
AbstractWe extend the concepts, introduced by C.R. Rao for Euclidean norms, of minimum g-inverses an...
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...
We follow the idea to find solution of quadratic minimization problems restricted by linear constrai...
Let A be a m × n matrix and a be an m × 1 vector. In this paper, the authors have obtained formulae ...
International audienceUsing a unified approach, simple derivations for the recursive determination o...
International audienceUsing a unified approach, simple derivations for the recursive determination o...
AbstractIn this paper, we consider least-square solutions of inverse problem for Hermitian generaliz...
AbstractUsing a unified approach, simple derivations for the recursive determination of different ty...
AbstractBy applying the restricted singular value decomposition R-SVD (QQ-SVD), in this article we d...
AbstractIn this article we study the structure and properties of g-inverse M− of the bordered matrix...
AbstractIn this paper, we derive equivalent conditions for reverse order laws of least squares g-inv...
AbstractAnalogous to minimum norm g-inverses and least squares g-inverses for real matrices, we intr...
AbstractIn this paper, we derive equivalent conditions for reverse order laws of least squares g-inv...
This is a sequel to an earlier paper by the authors on the same subject presented at the Sixth Berke...
AbstractWe extend the concepts, introduced by C.R. Rao for Euclidean norms, of minimum g-inverses an...
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...
We follow the idea to find solution of quadratic minimization problems restricted by linear constrai...
Let A be a m × n matrix and a be an m × 1 vector. In this paper, the authors have obtained formulae ...
International audienceUsing a unified approach, simple derivations for the recursive determination o...
International audienceUsing a unified approach, simple derivations for the recursive determination o...
AbstractIn this paper, we consider least-square solutions of inverse problem for Hermitian generaliz...
AbstractUsing a unified approach, simple derivations for the recursive determination of different ty...
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