Proves the k-color Ramsey number R_k(k+1,k+1) is at least 4 times a tower of height floor(k/4)-3.
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A lower bound on the Ramsey number $R_k(k+1,k+1)$
Proves the k-color Ramsey number R_k(k+1,k+1) is at least 4 times a tower of height floor(k/4)-3.