AbstractAnalogous to minimum norm g-inverses and least squares g-inverses for real matrices, we introduce the concepts of minimum weight g-inverses and least distance g-inverses for Boolean matrices. All those Boolean matrices which admit such g-inverses are characterized.This paper is a continuation of [2]
AbstractUsing a unified approach, simple derivations for the recursive determination of different ty...
This study is a survey of the theory of the generalized-inverses of matrices as defined by Penrose. ...
International audienceUsing a unified approach, simple derivations for the recursive determination o...
AbstractAnalogous to minimum norm g-inverses and least squares g-inverses for real matrices, we intr...
AbstractGeneralized inverses of Boolean Matrices are defined and the general form of matrices having...
This is a sequel to an earlier paper by the authors on the same subject presented at the Sixth Berke...
AbstractGeneralized inverses of Boolean Matrices are defined and the general form of matrices having...
AbstractFor a Boolean matrix A, a g-inverse of A is a Boolean matrix G satisfying AGA=A, and a Vagne...
AbstractWe extend the concepts, introduced by C.R. Rao for Euclidean norms, of minimum g-inverses an...
AbstractBy applying the restricted singular value decomposition R-SVD (QQ-SVD), in this article we d...
AbstractBy applying the restricted singular value decomposition R-SVD (QQ-SVD), in this article we d...
AbstractWe find necessary and sufficient conditions on the finite-dimensional normed spaces (X, ‖·‖1...
AbstractIn this paper, we derive equivalent conditions for reverse order laws of least squares g-inv...
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...
AbstractUsing a unified approach, simple derivations for the recursive determination of different ty...
This study is a survey of the theory of the generalized-inverses of matrices as defined by Penrose. ...
International audienceUsing a unified approach, simple derivations for the recursive determination o...
AbstractAnalogous to minimum norm g-inverses and least squares g-inverses for real matrices, we intr...
AbstractGeneralized inverses of Boolean Matrices are defined and the general form of matrices having...
This is a sequel to an earlier paper by the authors on the same subject presented at the Sixth Berke...
AbstractGeneralized inverses of Boolean Matrices are defined and the general form of matrices having...
AbstractFor a Boolean matrix A, a g-inverse of A is a Boolean matrix G satisfying AGA=A, and a Vagne...
AbstractWe extend the concepts, introduced by C.R. Rao for Euclidean norms, of minimum g-inverses an...
AbstractBy applying the restricted singular value decomposition R-SVD (QQ-SVD), in this article we d...
AbstractBy applying the restricted singular value decomposition R-SVD (QQ-SVD), in this article we d...
AbstractWe find necessary and sufficient conditions on the finite-dimensional normed spaces (X, ‖·‖1...
AbstractIn this paper, we derive equivalent conditions for reverse order laws of least squares g-inv...
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...
AbstractUsing a unified approach, simple derivations for the recursive determination of different ty...
This study is a survey of the theory of the generalized-inverses of matrices as defined by Penrose. ...
International audienceUsing a unified approach, simple derivations for the recursive determination o...
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