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98篇 您的检索式：作者名="Haemers"

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	题名	作者	年代	出处	被引量
1	Benefit of single-leaf resection for horizontal meniscus tear显示文摘	Haemer JM Wang M J Carter DR	2007	Clin Orthop Relat Res2007，457，：	1
2	Spectral characterizations of lollipop graphs显示文摘	Willem H. Haemers Xiaogang Liu Yuanping Zhang	2007	Linear Algebra and Its Applications2007，，11：	1
3	Which Graphs are Determined by Their Spectra显示文摘	VANDAM E R HAEMERS W H	2003	Linear Algebra Appl2003，373，：	1
4	Which graphs are determined by their spectrum?显示文摘	Edwin R. van Dam Willem H. Haemers	2003	Linear Algebra and Its Applications2003，，：	1
5	Enumeration of cospectral graphs显示文摘	Haemers W Spence E	2004	Europ J Comb2004，25，：	1
6	Which graphs are determined by their spectrum? 显示文摘	Dam E V Haemers W H	2003	Linear Algebra and Its Applications2003，373，：	1
7	Which graphs are determined by their spectrum显示文摘	Van Dam E R Haemers W H	2003	Linear Algebra Appl2003，373，：	1
8	The complement of the path is determined by its spectrum显示文摘	Doob M Haemers W H	2002	Linear Algebra Appl2002，356，：	1
9	Which graphs are determined by their spectrum?显示文摘	VAN DAM E R HAEMERS W H	2003	Linear Algebra and its Applications2003，373，：	1
10	The effect of neurohormonal factors, epigenetic factors, and gut microbiota on risk of obesity显示文摘	Haemer MA Huang 'IF Daniels SR	2009	Prev Chronic Dis2009，6，3：	1
11	Developments on spectral characterizations of graphs显示文摘	AN DAM E R HAEMERS W H	2009	Discrete Mathematics2009，309，3：	1
12	The integral trees with spectral radius 3 显示文摘	Brouwer A E Haemers W H	2008	Lin Alg Appl2008，429，：	1
13	On the sum of Laplacian eigenvalues of graphs显示文摘	Haemers W H	2010	Linear Algebra and its Applications2010，432，9：	1
14	Interlacing eigenvalue and graphs 显示文摘	HAEMERS W	1995	Linear Algebra Appl1995，227，：	1
15	The synthesis of some 2, 4-disabstituted derivatives of quinolone-3-earboxylic acids and carbonitriles显示文摘	Leysen DL Haemer A Bollaert W	1987	J Heterocyclic Chem1987，24，：	1
16	Which graphs are determined by their spectrum? 显示文摘	VAN DAM E R HAEMERS W H	2003	Linear Algebra Appl2003，373，：	1
17	The complement of the path is determined by its spectrum显示文摘	DOOB M HAEMERS W H	2002	Linear Algebra Appl2002，，356：	1
18	Enumeration of cospectral graphs显示文摘	HAEMERS W H SPENCE E	2004	European Journal of Combinatorics2004，25，：	1
19	Spectral characterizations of lollipop graphs显示文摘	HAEMERS W H LIU X G ZHANG Y P	2008	Linear Algebra Appl2008，428，：	1
20	Deza graphs : A generalization of strongly regular graphs 显示文摘	ERICKSON M FERNANDO S HAEMERS W H	1999	Combin Des1999，，7：	1

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