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Linear algebra and its applications, ISSN 0024-3795, 2014, Volume 463, pp. 115 - 133
Let R 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
Journal of inverse and ill-posed problems, ISSN 0928-0219, 1993
Journal
Communications in algebra, ISSN 1532-4125, 2017, Volume 46, Issue 1, pp. 38 - 50
Let R be a ring with involution. In this paper, we introduce a new type of generalized inverse called pseudo core inverse in R. The notion of core inverse was... 
Drazin inverse | pseudo core inverse | core-EP inverse | {1,3}-inverse | core inverse | MATHEMATICS | MATRICES | MOORE-PENROSE INVERSE | 15A09 | 16W10 | GENERALIZED INVERSES | 3}-inverse | Microprocessors | Generalized inverse
Journal Article
2005, Numerical mathematics and scientific computation, ISBN 0198566646, Volume 9780198566649, xvii, 387
Inverse eigenvalue problems arise in a remarkable variety of applications and associated with any inverse eigenvalue problem are two fundamental questions-the... 
Eigenvalues | Mathematics | applied mathematics | Algebra | Numerical techniques | Parameter reconstruction | Mathematical techniques | Results | Application | Dynamical behaviour
Book
Linear algebra and its applications, ISSN 0024-3795, 2012, Volume 436, Issue 7, pp. 1909 - 1923
Journal Article
2012, Matlab ed., 3rd ed., International Geophysics, ISBN 0123971608, 293
"The treatment of inverse theory in this book is divided into four parts. Chapters 1 and 2 provide a general background, explaining what inverse problems are... 
Measurement | Inverse problems (Differential equations) | Oceanography | Numerical solutions | Geophysics
Book
12/2011, 2, International Geophysics, ISBN 0123850487, 377
Parameter Estimation and Inverse Problems, 2e provides geoscience students and professionals with answers to common questions like how one can derive a... 
Parameter estimation | Inversion (Geophysics) | Inverse problems (Differential equations) | Mathematical models
eBook
2001, Chapman & Hall/CRC research notes in mathematics series, ISBN 1584882522, Volume 427, xi, 261
Book
Frontiers of mathematics in China, ISSN 1673-3576, 2016, Volume 12, Issue 1, pp. 231 - 246
The core inverse for a complex matrix was introduced by O. M. Baksalary and G. Trenkler. D. S. Rakić, N. Č. Dinčić and D. S. Djordjević generalized the core... 
dual core inverse | {1,3}-inverse | 16U60 | Mathematics, general | Mathematics | group inverse | Core inverse | {1,4}-inverse | 15A09 | 16W10 | MATHEMATICS | GENERALIZED DRAZIN INVERSE | ALGEBRA | OPERATORS | Studies | Mathematical analysis | Inverse problems | Additives | Matrices (mathematics) | Inverse | Matrix methods | Formulas (mathematics) | Rings (mathematics)
Journal Article
2008, Oxford lecture series in mathematics and its applications, ISBN 9780199213535, Volume 36, xiv, 201
This book is devoted to problems of shape identification in the context of (inverse) scattering problems and problems of impedance tomography. In contrast to... 
Inverse problems (Differential equations) | Factorization (Mathematics) | Inverse scattering problem | Shape identification | Boundary condition | Sampling method | Factorization method
Book
Applied mathematics and computation, ISSN 0096-3003, 2014, Volume 226, pp. 575 - 580
The purpose of this paper is to introduce a new generalized inverse, called DMP inverse, associated with a square complex matrix using its Drazin and... 
Drazin inverse | Index | Moore–Penrose inverse | Core inverse | Moore-Penrose inverse | ELEMENTS | MATHEMATICS, APPLIED | Algebra | Computation | Matrices (mathematics) | Mathematical analysis | Mathematical models | Inverse | Matrix methods | Generalized inverse
Journal Article
Linear Algebra and Its Applications, ISSN 0024-3795, 05/2015, Volume 472, pp. 142 - 150
Let R be a ring with an involution ⁎ and p,a,q∈R. In this paper, we investigate the necessary and sufficient conditions for paq to have a {1,3}-inverse... 
von Neumann regularity | [formula omitted]-inverse | Involution | Moore–Penrose inverse | {1, 4}-inverse | MoorePenrose inverse | {1, 3}-inverse | MATHEMATICS | MATHEMATICS, APPLIED | {1,3}-inverse | MATRICES | {1,4}-inverse | Moore-Penrose inverse
Journal Article
Linear Algebra and Its Applications, ISSN 0024-3795, 01/2016, Volume 489, pp. 61 - 74
Let R be a ring and e,f∈R be idempotents. The concept of Bott–Duffin (e,f)-inverses was introduced by M.P. Drazin in 2012. In this paper, a new criterion for... 
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
2003, ISBN 9780849315237, 567
Ill-posedness. Regularization. Stability. Uniqueness. To many engineers, the language of inverse analysis projects a mysterious and frightening image, an image... 
Nondestructive testing | Mathematics | Mechanical engineering & materials | Mechanics - Mathematics | Mechanics | Inverse problems (Differential equations)
Book
Electronic Journal of Linear Algebra, ISSN 1537-9582, 2017, Volume 32, pp. 391 - 422
In this article, one-sided (b, c)-inverses of arbitrary matrices as well as one-sided inverses along a (not necessarily square) matrix, will be studied. In... 
One-sided (b, c)-inverse | Inverse along an element | Matrix | One-sided inverse along an element | (B, c)-inverse | MATHEMATICS | ELEMENT | CORE INVERSE | (b, c)-inverse | RINGS | REPRESENTATION | GENERALIZED INVERSES
Journal Article
Journal of Algebra and its Applications, ISSN 0219-4988, 12/2017, Volume 16, Issue 12
Let S be a semigroup and b, c is an element of S. The concept of (b, c)-inverses was introduced by Drazin in 2012. It is well known that the Moore-Penrose... 
Bott-Duffin (e, f) -inverse | inverse along an element | semigroups | rings | (b, c) -inverse | Generalized inverse | MATHEMATICS | MATHEMATICS, APPLIED | Bott-Duffin (e, f)-inverse | (b, c)-inverse | MOORE-PENROSE INVERSE | INVOLUTION | GENERALIZED INVERSES
Journal Article
2016, CBMS-NSF regional conference series in applied mathematics, ISBN 1611974453, Volume 88, x, 193 pages
Book
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