Laplacian eigenvalue distribution, diameter and domination number of trees

被引：0

作者：

Guo, Jiaxin ^{[1
]}

Xue, Jie ^{[1
]}

Liu, Ruifang ^{[1
]}

机构：

[1] School of Mathematics and Statistics, Zhengzhou University, Zhengzhou,450001, China

来源：

arXiv | 2022年

关键词：

D O I：

暂无

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学科分类号：

摘要：

Laplace transforms - Trees (mathematics)

引用

共 13 条

[1] THE TOP EIGENVALUE OF UNIFORMLY RANDOM TREES
Addario-Berry, Louigi
Lugosi, Gábor
Oliveira, Roberto Imbuzeiro
arXiv,
[2] Irredundance trees of diameter 3
Kieka, Christina
Mynhardt, M.
arXiv, 2021,
[3] Maxima of the Aα-Index of Graphs with Given Size and Domination Number
School of Mathematics and Statistics, Yancheng Teachers University, Jiangsu, Yancheng
224002, China
1600,
[4] ON THE DISTRIBUTION OF EIGENVALUES OF INCREASING TREES
Dadedzi, Kenneth
Wagner, Stephan
arXiv, 2022,
[5] Outer Independent Roman Domination Number of Cartesian Product of Paths and Cycles
Gao, Hong
Qiu, Daoda
Du, Shuyan
Zhao, Yiyue
Yang, Yuansheng
arXiv,
[6] On the independence number of random trees via tricolourations
Bellin, Etienne
arXiv, 2022,
[7] Local antimagic chromatic number of certain classes of trees
Sarath, Vs.
Prajeesh, A.V.
2023 2nd International Conference on Electrical, Electronics, Information and Communication Technologies, ICEEICT 2023, 2023,
[8] Influence of Diameter of FGM Implant on Stress Distribution
Elleuch, Sameh
Jrad, Hanen
Wali, Mondher
Dammak, Fakhreddine
Lecture Notes in Mechanical Engineering, 2022, : 49 - 55
[9] 2-domination number for special classes of hypercubes, enhanced hypercubes and Knodel graphs
Department of Mathematics, Hindustan Institute of Technology and Science, Chennai
603103, India
不详
602105, India
Int. J. Networking Virtual Organ., 1600, 2 (168-182): : 168 - 182
[10] EIGENVALUE DISTRIBUTION OF LARGE WEIGHTED MULTIPARTITE RANDOM SPARSE GRAPHS
Vengerovsky, Valentin
arXiv,

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