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  1. 8 de jul. de 2023 · On the edge-sum distinguishing game. July 2023. Discussiones Mathematicae Graph Theory. DOI: 10.7151/dmgt.2502. Authors: Deise L. de Oliveira. Danilo Artigas. Simone Dantas. Atílio...

  2. Bounds on the Edge-Sum Distinguishing Game. Authors: Deise L. de Oliveira, Danilo Artigas, Simone Dantas and Atílio G. Luiz. Download. On the pebbling numbers of ...

  3. Deise L. de Oliveira, Danilo Artigas, +1 author A. G. Luiz; Published 2023; Mathematics; Discussiones Mathematicae Graph Theory

  4. Abstract. In 2017, Tuza introduced a graph labeling game called Edge-Sum Distinguishing Game (ESD Game). Two players, Alice and Bob, alternately assign an unused label f(v) ∈{1,...,s}to an unlabeled vertex vof a graph G, and the induced edge label ϕ(uv) of an edge uv∈E(G) is given by ϕ(uv) = f(u) + f(v). Alice’s goal

  5. On the edge-sum distinguishing game. On the edge-sum distinguishing game. Danilo Artigas. Discussiones Mathematicae Graph Theory. See Full PDF Download PDF.

  6. In 2017, Tuza [16] surveyed the area of labeling games and proposed new labeling games such as the edge-sum distinguishing and the edge-difference dis-tinguishing game (range-relaxed graceful game). The author also posed the fol-lowing questions regarding the range-relaxed graceful (RRG) game: Question 1.