Author

Fuhong Ma

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Preprint Jul 2026

A note on zero-sum Ramsey numbers of complete graphs

For a graph $H$ with $3\mid e(H)$, the zero-sum Ramsey number $R(H,\Z_3)$ is the least integer $N$ such that every labeling of the edges of $K_N$ by elements of $\Z_3$ contains a copy of $H$ whose edge labels sum to zero. We determine the last previously unresolved infinite family in the complete-graph case modulo $3$....

Cheng Chi, Jia-Lin He, Fuhong Ma · 0 citations