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A Purely Entropic Approach to the Rainbow Triangle Problem

Published 19 Jul 2024 in math.CO, cs.IT, and math.IT | (2407.14084v1)

Abstract: In this short note, we present a purely entropic proof that in a $3$-edge-colored simple graph with $R$ red edges, $G$ green edges, and $B$ blue edges, the number of rainbow triangles is at most $\sqrt{2RGB}$.

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