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Facial anagram-free edge-coloring of plane graphs.

, , и . Discret. Appl. Math., (2017)

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Stanislav Laznicka

Stanislav Novak

Stanislav Mráz

Stanislav Pandelov

Stanislav Nastassine

 

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Facially-constrained colorings of plane graphs: A survey., и . Discret. Math., 340 (11): 2691-2703 (2017)Light paths in large polyhedral maps with prescribed minimum degree., и . Australas. J Comb., (2002)Facial Colorings of Plane Graphs., и . J. Interconnect. Networks, 19 (1): 1940003:1-1940003:20 (2019)A Survey of Irregularity Strength., , , , и . Electron. Notes Discret. Math., (2015)Maximum edge-colorings of graphs., и . Discussiones Mathematicae Graph Theory, 36 (1): 117-125 (2016)On longest cycles in essentially 4-connected planar graphs., , и . Discuss. Math. Graph Theory, 36 (3): 565-575 (2016)Brooks-type theorem for r-hued coloring of graphs., и . Discret. Appl. Math., (июня 2023)Preface., и . Discret. Math., 310 (9): 1407 (2010)The irregularity strength of tKp., и . Discret. Math., 145 (1-3): 301-305 (1995)Triangles with restricted degrees of their boundary vertices in plane triangulations.. Discret. Math., 196 (1-3): 177-196 (1999)