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The Edge-Sum Distinguishing game(ESD game) is a graph labeling game proposed by Tuza in 2017. In such a game, the players, traditionally called Alice and Bob, alternately assign an unused labelf (v) 2 f 1;:::;sg to an unlabeled vertex v of a graph G, and the induced edge label (uv) of an edgeuv 2 E(G) is given by (uv) = f (u) + f (v).
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The Edge-Sum Distinguishing game (ESD game) is a graph...
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8 de jul. de 2023 · PDF | The Edge-Sum Distinguishing game (ESD game) is a graph labeling game proposed by Tuza in 2017. In such a game, the players, traditionally called... | Find, read and cite all the...
The Edge-Sum Distinguishing game (ESD game) is a graph labeling game proposed by Tuza in $2017$. In such a game, the players, traditionally called Alice and Bob, alternately assign an unused label $f(v) \in \{1,\ldots, s\}$ to an unlabeled vertex $v$ of a graph $G$, and the induced edge label $\phi(uv)$ of an edge $uv \in E(G)$ is given by ...
Semantic Scholar extracted view of "On the edge-sum distinguishing game" by Deise L. de Oliveira et al. ... 10.7151/dmgt.2502; Corpus ID: 259899709; On the edge-sum ...
On the edge-sum distinguishing game. On the edge-sum distinguishing game. Danilo Artigas. Discussiones Mathematicae Graph Theory. See Full PDF Download PDF.
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 v of 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).
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 ...
