摘要
In this paper, we prove that the inequality Sigma(infinity)(n=1) (1/n Sigma k=1n a1) <= (p/p-1)(p) Sigma t=1 infinity (1 - d(p)/n-1/2-1/p)sigma(p)(n) holds for p <= - 1 and d(p) = (1 + (2(-1/p) - 1p)[8(1 +2(-1/p) +2] if a(n) > 0 (n=1, 2, ...), and Sigma n=1 infinity a(n)(0) < + infinity.
- 出版日期2014-7-23
- 单位湖南城市学院; 浙江广播电视大学