Subject: QA Mathematics
Year: 2023
Type: Article
Type: NonPeerReviewed
Title: GENERALIZED INVERSES, LIMITS, AND PARTITIONED MATRICES
Author: I. Shaini, Bilall
Author: S. Stanimirovic, Predrag
Abstract: Our final result is interconnectedness between the generalized inverses of partitioned matrices and limit representations of generalized inverses. These results are established using relationships between generalized Schur complements ( / ) A R g and ( / ) A T g of an appropriate partitioned matrix R ST A TU T . Also, some essential relations are investigated between the blocks involved in generalized inverses of A and generalized inverses of the Schur complements ( / ) A R g and ( / ) A T g . Some rank equalities on generalized inverses are obtained. AMS Subj. Class.: 15A09, 15A10
Publisher: Faculty of Natural Sciences and Mathematics
Relation: https://eprints.unite.edu.mk/1533/
Identifier: oai:eprints.unite.edu.mk:1533
Identifier: https://eprints.unite.edu.mk/1533/1/JNSM%202023-322-333.pdfIdentifier: I. Shaini, Bilall and S. Stanimirovic, Predrag (2023) GENERALIZED INVERSES, LIMITS, AND PARTITIONED MATRICES. Journal of Natural Sciences and Mathematics of UT, 8 (15-16). pp. 322-333. ISSN 2545-4072
