三类特殊图的优美性

TANG Baoxiang¹, REN Han²

1. School of Mathematics and Statistics, Tianshui Normal University, Tianshui 741001, Gansu Province, China;2. Department of Mathematics, East China Normal University, Shanghai 200062, China

CLC Number:

TANG Baoxiang, REN Han. Gracefulness of Three Types Special Graphs[J].Journal of Jilin University Science Edition, 2016, 54(06): 1337-1340.

[1]	TANG Baoxiang, REN Han. Gracefulness of Five Kinds of Graphs [J]. Journal of Jilin University Science Edition, 2023, 61(1): 79-84.
[2]	YANG Jiarui, CHEN Xiang’en. Vertex-Distinguishing General Total Coloring of K_3,5,p [J]. Journal of Jilin University Science Edition, 2020, 58(4): 832-840.
[3]	WEI Zhongde, LI Jingwen, WU Yonglan. Gracefulness of Bicyclic Graphs [J]. Journal of Jilin University Science Edition, 2019, 57(1): 42-48.
[4]	KOU Yanfang, CHEN Xiang’en, WANG Zhiwen. VertexDistinguishing IETotal Coloring andGeneralTotal Coloring of K_1,1,p,K_1,2,p [J]. Journal of Jilin University Science Edition, 2018, 56(2): 299-305.
[5]	TANG Baoxiang, REN Han. Gracefulness of Two Types of Graphs Relatedto Cycles of Length Four [J]. Journal of Jilin University Science Edition, 2015, 53(05): 893-896.
[6]	CAI Hua, WEI Lixia, LV Xianrui. Gracefulness of Unconnected Graphs(P₁∨P_n)∪G_r,(P₁∨P_n)∪(P₃∨_r) and W_n∪St(m) [J]. J4, 2007, 45(04): 539-543.
[7]	LU Xian , PAN Wei, LI Xiu-fen. k-Gracefulness and arithmetic of graph St(m)∪K_p,q [J]. J4, 2004, 42(03): 333-336.
[8]	PAN Wei, LU Xian. The gracefulness of graph K₂∧Km,n [J]. J4, 2004, 42(03): 365-366.
[9]	YANG Xian-wen, PAN Wei. The Gracefulness of Graph ∪ⁿ_i=1F_{m_i,4} [J]. J4, 2003, 41(04): 466-469.
[10]	PAN Wei, LU Xian. The Gracefulness of Two Kinds of Unconnected Graphs(P₂∨K_n)∪St(m) and (P₂∨K_n)∪T_n [J]. J4, 2003, 41(02): 152-154.

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