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3003 publication results matching 'planar graph'

Research Note The Obscure History of Graph
… Graph theory has its origin at a definite time and place, which is very unlike the other areas in mathematics - the Königsberg bridge problem, solved in 1736 by Leonhard Euler (Ralf, 1993), and Euler’s theorem for planar graphs, presented …
Samar Sen-Sarma, Saptarshi Naskar, Krishnendu Basuli, Raju Halder. The Icfai University Journal of Computer Sciences, III(2), April 2009. [doi]
On random planar graphs, the number of planar graphs and their triangulationsDeryk Osthus, Hans Jürgen Prömel, Anusch Taraz. JCT, 88(1):119-134, 2003. [doi]
Clique Graphs of Planar GraphsLiliana Alcón, Marisa Gutierrez. arscom, 71, 2004.
Weak Degeneracy of Planar Graphs and Locally Planar GraphsMing Han, Tao Wang, Jianglin Wu, Huan Zhou, Xuding Zhu. combinatorics, 30(4), 2023. [doi]
Labeling angles of planar graphsFeodor Loupekine, John J. Watkins. DM, 72(1-3):251-256, 1988. [doi]
The pagewidth of trivalent planar graphsElena Stöhr. DM, 89(1):43-49, 1991. [doi]
The face pair of planar graphsYang Yuansheng, Lin Xiaohui, Qiao Jing. DM, 306(15):1742-1757, 2006. [doi]
List colourings of planar graphsMargit Voigt. DM, 120(1-3):215-219, 1993. [doi]
Randomly planar graphsDaniel Isaksen, David Petrie Moulton. DM, 175(1-3):265-269, 1997. [doi]
Untangling a Planar GraphAndreas Spillner, Alexander Wolff. sofsem 2008: 473-484 [doi]
2-Visibility Drawings of Planar GraphsUlrich Fößmeier, Goos Kant, Michael Kaufmann. gd 1997: 155-168
On the obfuscation complexity of planar graphsOleg Verbitsky. TCS, 396(1-3):294-300, 2008. [doi]
On the vertex-arboricity of planar graphsAndré Raspaud, Weifan Wang. ejc, 29(4):1064-1075, 2008. [doi]
On cuts and matchings in planar graphsFrancisco Barahona. mp, 60:53-68, 1993.
Distributed packing in planar graphsAndrzej Czygrinow, Michal Hanckowiak, Wojciech Wawrzyniak. spaa 2008: 55-61 [doi]
Dominating Sets in Planar GraphsLesley R. Matheson, Robert Endre Tarjan. ejc, 17(6):565-568, 1996. [doi]
On acyclic colorings of planar graphsOleg V. Borodin. DM, 306(10-11):953-972, 2006. [doi]
The Linear 2-Arboricity of Planar GraphsKo-Wei Lih, Li-Da Tong, Wei-Fan Wang. gc, 19(2):241-248, 2003. [doi]
Chordal Completions of Planar GraphsFan R. K. Chung, David Mumford. JCT, 62(1):96-106, 1994. [doi]
Minimal Elimination of Planar GraphsElias Dahlhaus. swat 1998: 210-221 [doi]

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