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willem haemers
willem haemers
tilbug university
Verified email at uvt.nl
Title
Cited by
Cited by
Year
Distance-regular graphs
AE Brouwer, WH Haemers, AE Brouwer, WH Haemers
Spectra of graphs, 177-185, 2012
37722012
Spectra of graphs
AE Brouwer, WH Haemers
Springer Science & Business Media, 2011
26562011
Which graphs are determined by their spectrum?
ER Van Dam, WH Haemers
Linear Algebra and its applications 373, 241-272, 2003
9202003
Which graphs are determined by their spectrum?
ER Van Dam, WH Haemers
Linear Algebra and its applications 373, 241-272, 2003
9202003
Interlacing eigenvalues and graphs
WH Haemers
Linear Algebra and its applications 226, 593-616, 1995
5771995
Zero forcing sets and the minimum rank of graphs
AIM Minimum Rank–Special Graphs Work Group
Linear algebra and its applications 428 (7), 1628-1648, 2008
4342008
Developments on spectral characterizations of graphs
ER Van Dam, WH Haemers
Discrete Mathematics 309 (3), 576-586, 2009
2972009
Developments on spectral characterizations of graphs
ER Van Dam, WH Haemers
Discrete Mathematics 309 (3), 576-586, 2009
2972009
Enumeration of cospectral graphs
WH Haemers, E Spence
European Journal of Combinatorics 25 (2), 199-211, 2004
2742004
Eigenvalue techniques in design and graph theory
WH Haemers
2421979
On some problems of Lov asz concerning the Shannon capacity of a graph
WH Haemers
IEEE Transactions on Information Theory 25, 231-232, 1979
2041979
Strongly regular graphs
AE Brouwer, WH Haemers, AE Brouwer, WH Haemers
Spectra of graphs, 115-149, 2012
1862012
The Gewirtz graph: an exercise in the theory of graph spectra
AE Brouwer, WH Haemers
European journal of combinatorics 14 (5), 397-407, 1993
1641993
An upper bound for the Shannon capacity of a graph
W Haemers
Colloq. Math. Soc. János Bolyai 25, 267-272, 1978
1311978
Deza graphs: A generalization of strongly regular graph
M Erickson, S Fernando, WH Haemers, D Hardy, J Hemmeter
Journal of Combinatorial Designs 7 (6), 395-405, 1999
1201999
Spectral characterizations of lollipop graphs
WH Haemers, X Liu, Y Zhang
Linear Algebra and its Applications 428 (11-12), 2415-2423, 2008
1162008
Eigenvalues and perfect matchings
AE Brouwer, WH Haemers
Linear Algebra and its Applications 395, 155-162, 2005
1132005
Skew-adjacency matrices of graphs
M Cavers, SM Cioabă, S Fallat, DA Gregory, WH Haemers, SJ Kirkland, ...
Linear algebra and its applications 436 (12), 4512-4529, 2012
922012
Seidel switching and graph energy
WH Haemers
Available at SSRN 2026916, 2012
922012
Matchings in regular graphs from eigenvalues
SM Cioabă, DA Gregory, WH Haemers
Journal of Combinatorial Theory, Series B 99 (2), 287-297, 2009
892009
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