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https://idr.nitk.ac.in/handle/123456789/18736
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search.filters.author.Athira, S.K.
1
search.filters.author.Johnson, P.S.
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search.filters.author.Kamaraj, K.
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search.filters.subject.closed range operator
1
search.filters.subject.Moore-Penrose inverse
1
search.filters.subject.reverse order law
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2023
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ALGEBRAIC PROOFS OF CHARACTERIZING REVERSE ORDER LAW FOR CLOSED RANGE OPERATORS IN HILBERT SPACES
(
L.N. Gumilyov Eurasian National University
,
2023
)
Athira, S.K.
;
Kamaraj, K.
;
Johnson, P.S.
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We present more than 60 results, including some range inclusion results to characterize the reverse order law for the Moore-Penrose inverse of closed range Hilbert space operators. We use the basic properties of the Moore-Penrose inverse to prove the results. Some examples are also provided to illustrate failure cases of the reverse order law in an infinite-dimensional setting. © (2023). All Rights Reserved.
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