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It is shown that the Ramsey number r(K2,s 1, K1,n) ≤ n √sn (s 3)/2 o(1) for large n, and r(K2,s 1, K1,n)∈{(q-1)2/s 1,-(q-1)2/s 2},wheren (q-1)2/s-q 2 and q is a prime power such that s|(q - 1). 相似文献
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