Exact δ₂(n) for n=7,9,13,15,19,21 equals min_x |x(n-x)/2 - n(n-1)/12|, verified by exhaustive search and simulated annealing, with a general conjecture.
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An exact small-$n$ computation of the minimum 2-coloring discrepancy of $K_n^{(3)}$
Exact δ₂(n) for n=7,9,13,15,19,21 equals min_x |x(n-x)/2 - n(n-1)/12|, verified by exhaustive search and simulated annealing, with a general conjecture.