Moore-Penrose inverse of linear operators in Hilbert space
Author:
Publisher
Academic Journals
Subject
Computer Science Applications,History,Education
Link
https://academicjournals.org/journal/AJMCSR/article-full-text-pdf/8B1D58169921
Reference36 articles.
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2. Baksalary OM, Trenkler G (2010). Core inverse of matrices. Linear Multilinear Algebra 58(6):681-697.
3. Brock KG (1990). A note on commutativity of a linear operator and its Moore-Penrose inverse. Numerical Functional Analysis and Optimization 11(7-8):673-678.
4. Campbell SL, Meyer CD (1991). Generalized inverses of linear transformations. Society for Industrial and Applied Mathematics.
5. Chen G, Wei Y, Xue Y (1996). Perturbation analysis of the least squares solution in Hilbert spaces. Linear algebra and its applications 244:69-80.
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1. Solvability of a system of linear equations—an approach based on the generalized inverses determined by the Penrose equations ★;Physica Scripta;2024-07-23
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