Constructions and characterizations of mixed reverse-order laws for the Moore-Penrose inverse and group inverse
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Publication:6654598
DOI10.1515/GMJ-2024-2016MaRDI QIDQ6654598
Publication date: 20 December 2024
Published in: Georgian Mathematical Journal (Search for Journal in Brave)
Cites Work
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- The reverse order law \((ab)^\#=b^\dagger (a^\dagger abb^\dagger)^\dagger a^\dagger\) in rings with involution
- Reverse order law for the group inverses
- Reverse order law of group inverses of products of two matrices
- The computation and perturbation analysis for weighted group inverse of rectangular matrices
- A Drazin inverse for rectangular matrices
- The product of operators with closed range and an extension of the reverse order law
- Reverse order laws for the generalized inverses of multiple matrix products
- Using rank formulas to characterize equalities for Moore-Penrose inverses of matrix products.
- Generalized inverses. Theory and applications.
- Equivalence analysis of different reverse order laws for generalized inverses of a matrix product
- A study of range equalities for mixed products of two matrices and their generalized inverses
- Miscellaneous reverse order laws and their equivalent facts for generalized inverses of a triple matrix product
- The reverse-order law \((AB)^\dagger= B^\dagger (A^\dagger ABB^\dagger)^\dagger A^\dagger\) and its equivalent equalities
- On the perturbation of weighted group inverse of rectangular matrices
- Characterizations of the group invertibility of a matrix revisited
- Rank equalities related to outer inverses of matrices and applications
- Reverse order law (ab)+ = b+(a+abb+)+a+ in rings with involution
- Some identities for Moore–Penrose inverses of matrix products
- Reverse Order Law for the Group Inverse in Semigroups and Rings
- Scalar, Vector, and Matrix Mathematics
- Note on the Generalized Inverse of a Matrix Product
- The equivalence between (AB)†=B†A†and other mixed-type reverse-order laws
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