Feedback game on $3$-chromatic Eulerian triangulations of surfaces

25 Feb 2020 Higashitani Akihiro Kurimoto Kazuki Matsumoto Naoki

In this paper, we study the feedback game on $3$-chromatic Eulerian triangulations of surfaces. We prove that the winner of the game on every $3$-chromatic Eulerian triangulation of a surface all of whose vertices have degree $0$ modulo $4$ is always fixed... (read more)

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  • DISCRETE MATHEMATICS
  • COMBINATORICS