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• Morris's asymptotic conjecture: $\mathrm{FC}(k,n)=\Theta_k(n^{k-2})$

  ProvedUnder reviewSolved 2026-09Score +0

• The DeLaViña–Waller conjecture on the Wiener index

  ProvedUnder reviewSolved 2026-08-19Score +0

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• Source name on Morris's asymptotic conjecture: $\mathrm{FC}(k,n)=\Theta_k(n^{k-2})$ · 13 Sep 2026
• Short name on Morris's asymptotic conjecture: $\mathrm{FC}(k,n)=\Theta_k(n^{k-2})$ · 13 Sep 2026
• Name on Morris's asymptotic conjecture: $\mathrm{FC}(k,n)=\Theta_k(n^{k-2})$ · 13 Sep 2026
• What was actually shown on Morris's asymptotic conjecture: $\mathrm{FC}(k,n)=\Theta_k(n^{k-2})$ · 13 Sep 2026
• Statement on Morris's asymptotic conjecture: $\mathrm{FC}(k,n)=\Theta_k(n^{k-2})$ · 13 Sep 2026