41
TITLE: The Moore–Penrose inverse of a companion matrix  Full Text
AUTHORS: Pedro Patrício ;
PUBLISHED: 2012, SOURCE: Linear Algebra and its Applications, VOLUME: 437, ISSUE: 3
INDEXED IN: CrossRef
42
TITLE: WHEN DOES THE MOORE-PENROSE INVERSE FLIP?
AUTHORS: Hartwig, RE; Patricio, P ;
PUBLISHED: 2012, SOURCE: OPERATORS AND MATRICES, VOLUME: 6, ISSUE: 1
INDEXED IN: Scopus WOS
43
TITLE: Moore–Penrose invertibility in involutory rings: the case aa † = bb †   Full Text
AUTHORS: Pedro Patrício ; Mendes M Araújo ;
PUBLISHED: 2010, SOURCE: Linear and Multilinear Algebra, VOLUME: 58, ISSUE: 4
INDEXED IN: CrossRef
44
TITLE: GENERALIZED INVERSES OF A SUM IN RINGS  Full Text
AUTHORS: Castro Gonzalez, N; Mendes Araujo, C ; Pedro Patricio ;
PUBLISHED: 2010, SOURCE: BULLETIN OF THE AUSTRALIAN MATHEMATICAL SOCIETY, VOLUME: 82, ISSUE: 1
INDEXED IN: Scopus WOS
45
TITLE: GENERALIZED INVERSES OF A SUM IN RINGS  Full Text
AUTHORS: CASTRO-GONZÁLEZ, N; MENDES-ARAÚJO, C; PEDRO PATRICIO ;
PUBLISHED: 2010, SOURCE: Bulletin of the Australian Mathematical Society - Bull. Aust. Math. Soc., VOLUME: 82, ISSUE: 01
INDEXED IN: CrossRef
46
TITLE: Moore-Penrose invertibility in involutory rings: the case aa(dagger) = bb(dagger)
AUTHORS: Pedro Patricio ; Mendes M Araujo ;
PUBLISHED: 2010, SOURCE: LINEAR & MULTILINEAR ALGEBRA, VOLUME: 58, ISSUE: 4
INDEXED IN: Scopus WOS
47
TITLE: The (2,2,0) group inverse problem  Full Text
AUTHORS: Patrício, P ; R.E Hartwig;
PUBLISHED: 2010, SOURCE: Applied Mathematics and Computation, VOLUME: 217, ISSUE: 2
INDEXED IN: CrossRef
48
TITLE: The (2,2,0) group inverse problem  Full Text
AUTHORS: Patricio, P ; Hartwig, RE;
PUBLISHED: 2010, SOURCE: APPLIED MATHEMATICS AND COMPUTATION, VOLUME: 217, ISSUE: 2
INDEXED IN: Scopus WOS
49
TITLE: THE LINK BETWEEN REGULARITY AND STRONG-PI-REGULARITY  Full Text
AUTHORS: PEDRO PATRÍCIO ; HARTWIG, RE;
PUBLISHED: 2010, SOURCE: J. Aust. Math. Soc. - Journal of the Australian Mathematical Society, VOLUME: 89, ISSUE: 01
INDEXED IN: CrossRef
50
TITLE: THE LINK BETWEEN REGULARITY AND STRONG-PI-REGULARITY  Full Text
AUTHORS: Pedro Patricio ; Hartwig, RE;
PUBLISHED: 2010, SOURCE: JOURNAL OF THE AUSTRALIAN MATHEMATICAL SOCIETY, VOLUME: 89, ISSUE: 1
INDEXED IN: Scopus WOS
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