ARTICLE
|
doi:10.20944/preprints202310.1669.v1
Subject:
Computer Science And Mathematics,
Algebra And Number Theory
Keywords:
group inverse; matrix equality; Moore--Penrose inverse; range; rank
Online: 25 October 2023 (16:12:36 CEST)
ARTICLE
|
doi:10.20944/preprints202304.0043.v1
Subject:
Computer Science And Mathematics,
Algebra And Number Theory
Keywords:
block matrix; group inverse; Moore--Penrose inverse; range; rank; reverse-order law
Online: 4 April 2023 (12:16:28 CEST)
ARTICLE
|
doi:10.20944/preprints202302.0329.v1
Subject:
Computer Science And Mathematics,
Algebra And Number Theory
Keywords:
block matrix; group inverse; Moore--Penrose inverse; range; rank; reverse-order law
Online: 20 February 2023 (07:48:05 CET)
ARTICLE
|
doi:10.20944/preprints202206.0271.v1
Subject:
Computer Science And Mathematics,
Algebra And Number Theory
Keywords:
generalized inverse; matrix product; matrix equality; set inclusion; rank equality; block matrix
Online: 20 June 2022 (10:53:30 CEST)
ARTICLE
|
doi:10.20944/preprints202205.0049.v1
Subject:
Computer Science And Mathematics,
Probability And Statistics
Keywords:
General linear model; adding-up restrictions; estimability; OLSE; BLUE
Online: 5 May 2022 (16:05:37 CEST)
SHORT NOTE
Subject:
Computer Science And Mathematics,
Mathematics
Keywords:
range; rank; matrix product; Moore--Penrose inverse; reverse order law
Online: 23 March 2021 (09:56:59 CET)
SHORT NOTE
Subject:
Computer Science And Mathematics,
Algebra And Number Theory
Keywords:
Hermitian matrix; matrix decomposition; cancellation property
Online: 4 December 2020 (11:47:55 CET)
ARTICLE
Subject:
Computer Science And Mathematics,
Algebra And Number Theory
Keywords:
matrix product; Moore-Penrose inverse; reverse order law; orthogonal projector
Online: 23 November 2020 (14:20:44 CET)
SHORT NOTE
Subject:
Computer Science And Mathematics,
Mathematics
Keywords:
Kronecker product; rank; dimension; orthogonal projector; range
Online: 31 August 2020 (04:57:21 CEST)
ARTICLE
Subject:
Computer Science And Mathematics,
Mathematics
Keywords:
generalized inverse; matrix product; matrix equality; reverse order law; set inclusion; rank equality
Online: 5 June 2020 (14:41:12 CEST)
ARTICLE
|
doi:10.20944/preprints202005.0025.v1
Subject:
Computer Science And Mathematics,
Mathematics
Keywords:
linear matrix expression; domain; matrix equation; general solution; generalized inverse
Online: 3 May 2020 (06:23:35 CEST)
REVIEW
|
doi:10.20944/preprints201812.0342.v2
Subject:
Computer Science And Mathematics,
Mathematics
Keywords:
matrix product; orthogonal projector; generalized inverse; reverse order law; BMM; MEM; MRM
Online: 30 April 2020 (05:28:55 CEST)