The exact anti-Ramsey number for t+2 vertex-disjoint rainbow triangles in K_n is shown to hold for all n ≥ 15t+57, improving the previous quadratic threshold.
Erd˝ os, ber ein Extremalproblem in der Graphentheori e (German), Arch
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New Bounds on the Anti-Ramsey Number of Independent Triangles
The exact anti-Ramsey number for t+2 vertex-disjoint rainbow triangles in K_n is shown to hold for all n ≥ 15t+57, improving the previous quadratic threshold.