A linear upper bound for zero-sum Ramsey numbers of bounded degree graphs

Jasmin Katz, Xiaopan Lian, Alexandru Malekshahian +1

Let $G$ be a graph and $\Gamma$ a finite abelian group. The zero-sum Ramsey number of $G$ over $\Gamma$, denoted by $R(G,\Gamma )$, is the smallest positive integer $t$ (if it exists) such that a…