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1974, Pure and applied mathematics., ISBN 9780471065777, xi, 395
Book
Linear Algebra and Its Applications, ISSN 0024-3795, 06/2017, Volume 523, pp. 102 - 108
The aim of this short note is to indicate that Rao and Mitra's constrained matrix inverse (introduced in 1972) is a direct precursor of recently introduced... 
[formula omitted]-Inverse | Inverse along an element | Constrained inverse | Core-EP inverse | (b,c)-Inverse | MATHEMATICS | MATHEMATICS, APPLIED | (b, c)-Inverse | GENERALIZED INVERSES | Mechanical engineering
Journal Article
1988, Lecture notes in statistics, ISBN 9780387968490, Volume 47, viii, 110
Book
Fuzzy Sets and Systems, ISSN 0165-0114, 12/2018, Volume 353, pp. 44 - 65
In this paper we present a new method for solving an fuzzy linear system (FLS), , where the coefficient matrix is real, using the block representation of... 
Singular matrix | The Moore–Penrose inverse | Generalized inverses | Fuzzy linear systems | MATHEMATICS, APPLIED | The Moore-Penrose inverse | EQUATIONS | STATISTICS & PROBABILITY | COMPUTER SCIENCE, THEORY & METHODS | Linear systems | Electrical engineering
Journal Article
Linear Algebra and Its Applications, ISSN 0024-3795, 01/2016, Volume 489, pp. 61 - 74
Let be a ring and be idempotents. The concept of Bott–Duffin -inverses was introduced by M.P. Drazin in 2012. In this paper, a new criterion for this... 
Outer generalized inverse | Generalized inverse | Bott–Duffin [formula omitted]-inverse | Image-kernel [formula omitted]-inverse | Image-kernel (p, q)-inverse | Bott-Duffin (e, f)-inverse | MATHEMATICS | MATHEMATICS, APPLIED | OUTER GENERALIZED INVERSES | RINGS | MOORE-PENROSE INVERSE
Journal Article
1988, Lecture notes in statistics, ISBN 0387968490, Volume 47., viii, 110
Book
Journal of Computational and Applied Mathematics, ISSN 0377-0427, 09/2017, Volume 321, pp. 26 - 43
We derive a unified representation for all types of generalized inverses related to the {1}-inverse. Based on this representation, we propose a unified... 
Moore–Penrose inverse | Generalized inverse | Computational complexity | Gauss–Jordan elimination | Gauss Jordan elimination | MATRIX | MATHEMATICS, APPLIED | OUTER | COMPUTATION | Moore-Penrose inverse | Analysis | Methods | Green technology
Journal Article
1977, Pure and applied mathematics ; v. 37, ISBN 0824766156, Volume 37, 165
Book
Journal Article
1979, Surveys and reference works in mathematics, ISBN 0273084224, xi, 272
Book
1978, Queen's papers in pure and applied mathematics, Volume no. 50, 206
Book
Linear Algebra and Its Applications, ISSN 0024-3795, 12/2014, Volume 463, pp. 115 - 133
Let be a ring with involution. The recently introduced notions of the core and dual core inverse are extended from matrix to an arbitrary ⁎-ring case. It is... 
[formula omitted]-Inverse | EP element | Idempotent | Moore–Penrose inverse | Dual core inverse | Inverse along an element | Group inverse | Core inverse | Core-EP generalized inverse | Ring with involution | (b, c) -Inverse | Moore-Penrose inverse | EP ELEMENTS | MATHEMATICS, APPLIED | Idempotent Inverse along an element | (b, c)-Inverse | GENERALIZED INVERSES
Journal Article
2002, Algebra, logic, and applications, ISBN 0415272483, Volume 17, xi, 167
The theory of generalized inverses of real or complex matrices has been expertly developed and documented. But the generalized inverses of matrices over rings... 
Generalized inverses | Matrix inversion | Linear operators | Commutative rings | Algebra
Book
1982, Research notes in mathematics, ISBN 9780273085508, Volume 66, 274
Book
Applied Mathematics and Computation, ISSN 0096-3003, 07/2014, Volume 239, pp. 144 - 152
We define and study the inner image-kernel inverse as natural algebraic extension of the inner inverse with prescribed idempotents of elements in rings and the... 
Ring | Inner inverse | Idempotents | MATHEMATICS, APPLIED | ALGEBRAS | PRESCRIBED IDEMPOTENTS | GENERALIZED INVERSES | Kernels | Algebra | Perturbation methods | Computation | Mathematical models | Inverse | Linear operators | Rings (mathematics)
Journal Article
1971, ISBN 0471091103, x, 103
Book
LINEAR & MULTILINEAR ALGEBRA, ISSN 0308-1087, 05/2019, Volume 67, Issue 5, pp. 1006 - 1030
In this article, the properties of the (b,c)-inverse, the inverse along an element, the outer inverse with prescribed range and null space A(T,S)((2)) and the... 
outer inverse | MATHEMATICS | Banach space operator | CONTINUITY | ELEMENT | Banach algebra | RINGS | (b,c)-inverse | A(T,S)() | Moore-Penrose inverse | GENERALIZED INVERSES | OPERATORS
Journal Article
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