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Carlos Manuel Saiago
AuthID:
R-000-3CV
Publications
Confirmed
To Validate
Document Source:
All
Document Type:
All Document Types
Article (18)
Proceedings Paper (1)
Book (1)
Book Chapter (1)
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Confirmed Publications: 21
1
TITLE:
Change in vertex status after removal of another vertex in the general setting
Full Text
AUTHORS:
Johnson, CR;
Saiago, CM
; Toyonaga, K;
PUBLISHED:
2021
,
SOURCE:
LINEAR ALGEBRA AND ITS APPLICATIONS,
VOLUME:
612
INDEXED IN:
Scopus
WOS
CrossRef
:
2
IN MY:
ORCID
2
TITLE:
Further generalization of symmetric multiplicity theory to the geometric case over a field
AUTHORS:
Cinzori, I; Johnson, CR; Lang, HN;
Saiago, CM
;
PUBLISHED:
2021
,
SOURCE:
SPECIAL MATRICES,
VOLUME:
9,
ISSUE:
1
INDEXED IN:
Scopus
WOS
CrossRef
IN MY:
ORCID
3
TITLE:
Diagonalizable matrices whose graph is a tree: the minimum number of distinct eigenvalues and the feasibility of eigenvalue assignments
AUTHORS:
Saiago, CM
;
PUBLISHED:
2019
,
SOURCE:
SPECIAL MATRICES,
VOLUME:
7,
ISSUE:
1
INDEXED IN:
Scopus
WOS
CrossRef
:
4
IN MY:
ORCID
4
TITLE:
The change in multiplicity of an eigenvalue due to adding or removing edges
Full Text
AUTHORS:
Johnson, CR;
Saiago, CM
; Toyonaga, K;
PUBLISHED:
2019
,
SOURCE:
LINEAR ALGEBRA AND ITS APPLICATIONS,
VOLUME:
560
INDEXED IN:
Scopus
WOS
CrossRef
:
3
IN MY:
ORCID
5
TITLE:
Classification of vertices and edges with respect to the geometric multiplicity of an eigenvalue in a matrix, with a given graph, over a field
Full Text
AUTHORS:
Johnson, CR;
Saiago, CM
; Toyonaga, K;
PUBLISHED:
2018
,
SOURCE:
LINEAR & MULTILINEAR ALGEBRA,
VOLUME:
66,
ISSUE:
11
INDEXED IN:
Scopus
WOS
CrossRef
IN MY:
ORCID
6
TITLE:
Eigenvalues, Multiplicities and Graphs
AUTHORS:
Charles R Johnson;
Carlos M Saiago
;
PUBLISHED:
2018
,
SOURCE:
Eigenvalues, Multiplicities and Graphs
INDEXED IN:
Scopus
CrossRef
:
16
IN MY:
ORCID
7
TITLE:
Geometric Parter-Wiener, etc. theory
Full Text
AUTHORS:
Charles R Johnson
;
Carlos M Saiago
;
PUBLISHED:
2018
,
SOURCE:
LINEAR ALGEBRA AND ITS APPLICATIONS,
VOLUME:
537
INDEXED IN:
Scopus
WOS
CrossRef
:
9
IN MY:
ORCID
8
TITLE:
The minimum number of eigenvalues of multiplicity one in a diagonalizable matrix, over a field, whose graph is a tree
Full Text
AUTHORS:
Charles R Johnson
;
Antonio Leal Duarte
;
Carlos M Saiago
;
PUBLISHED:
2018
,
SOURCE:
LINEAR ALGEBRA AND ITS APPLICATIONS,
VOLUME:
559
INDEXED IN:
Scopus
WOS
CrossRef
:
2
IN MY:
ORCID
9
TITLE:
The number of distinct eigenvalues for which an index decreases multiplicity
Full Text
AUTHORS:
Johnson, CR;
Duarte, AL
;
Saiago, CM
;
PUBLISHED:
2017
,
SOURCE:
LINEAR ALGEBRA AND ITS APPLICATIONS,
VOLUME:
516
INDEXED IN:
Scopus
WOS
CrossRef
IN MY:
ORCID
10
TITLE:
Diameter minimal trees
Full Text
AUTHORS:
Charles R Johnson
;
Carlos M Saiago
;
PUBLISHED:
2016
,
SOURCE:
LINEAR & MULTILINEAR ALGEBRA,
VOLUME:
64,
ISSUE:
3
INDEXED IN:
Scopus
WOS
CrossRef
:
8
IN MY:
ORCID
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