论文信息 - On purely tree-colorable planar graphs - 字舞流文

On purely tree-colorable planar graphs

Enqiang Zhu | Jin Xu | Zepeng Li | Zepeng Li | Jin Xu | Enqiang Zhu

[1] J. A. Bondy,et al. Graph Theory , 2008, Graduate Texts in Mathematics.

[2] Cun-Quan Zhang,et al. Uniquely Edge-3-Colorable Graphs and Snarks , 2000, Graphs Comb..

[3] Thomas George Fowler,et al. Unique coloring of planar graphs , 1998 .

[4] Robin Thomas,et al. The Four-Colour Theorem , 1997, J. Comb. Theory, Ser. B.

[5] Cun-Quan Zhang,et al. Hamiltonian weights and unique 3-edge-colorings of cubic graphs , 1995, J. Graph Theory.

[6] Loo Keng Hua,et al. Introduction to number theory , 1982 .

[7] Andrew Thomason,et al. Cubic graphs with three Hamiltonian cycles are not always uniquely edge colorable , 1982, J. Graph Theory.

[8] S. Fisk. Geometric coloring theory , 1977 .

[9] B. Grünbaum. Acyclic colorings of planar graphs , 1973 .

[10] H. V. Kronk,et al. Uniquely Line Colorable Graphs , 1973, Canadian Mathematical Bulletin.

[11] D. Cartwright,et al. A note on a matrix criterion for unique colorability of a signed graph , 1967, Psychometrika.

[12] Xu Shou-chun. Tow Maximal Planar Graphs with Path Bichromatic Subgraph Only. , 2005 .

[13] A. Thomason. Hamiltonian Cycles and Uniquely Edge Colourable Graphs , 1978 .

[14] Robin J. Wilson,et al. Edge-colourings of graphs , 1977 .

[15] S. Fiorini,et al. ON THE CHROMATIC INDEX OF A GRAPH, III: UNIQUELY EDGE-COLOURABLE GRAPHS , 1975 .

[16] F. Harary,et al. On the Coloring of Signed Graphs. , 1968 .