correct this error. We pick up the proof of Theorem 4 in [1 from the second to last paragraph of page 119. We now extend # back to . For each # -bridge in ...
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Erratum to 2-walks in 3-connected planar graphs. Erratum to 2-walks in 3-connected planar graphs. by Zhicheng Gao. 2006, Australas. J Comb. See Full PDF
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In this we prove that every 3-connected planar graph has closed walk each vertex, none more than twice, such that any vertex visited twice is in a vertex cut of ...
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An error in the proof of the main theorem of our earlier paper in [Australas. J. Comb. 11, 117–122 (1995; Zbl 0837.05050)], was pointed out by Henning Brühn. We ...
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A 2-walk of a graph is a walk visiting every vertex at least once and at most twice. By generalizing decompositions of Tutte and Thomassen, Gao, Richter and Yu ...
Feb 22, 2022 · Erratum to: 2-walks in 3-connected planar graphs. Australas. J. Combin., 36:315–316, 2006. [11] R. J. Gould. Recent advances on the ...
In this we prove that every 3-connected planar graph has closed walk each vertex, none more than twice, such that any vertex visited twice is in a vertex ...
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Erratum to 2-walks in 3-connected planar graphs. Australas. J. Comb., 36 (2006), pp. 315-316. View in Scopus Google Scholar. [12]. A. Kaneko, K. Kawarabayashi ...
Abstract. We prove that every 3-connected 2-indivisible infinite planar graph has a 1-way infinite 2-walk. (A graph is 2-indivisible if deleting finitely ...