Establishes T(n,r) = O(r 2^n / (n+1)) for even r ≤ n/2 in the r-distance hypercube graph together with lower bounds across regimes of r and n.
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Triangle-free subsets of the $r$-distance graph of the Hypercube
Establishes T(n,r) = O(r 2^n / (n+1)) for even r ≤ n/2 in the r-distance hypercube graph together with lower bounds across regimes of r and n.