摘要
潘承洞、丁夏畦[1]推广了著名的Bombieri定理，得到了新均值定理。
This paper deals with some extension in regard of the theorem of function μ(n),stated by Sieber and D.WoIke, similar to that of Bombieri theorem. Theorem:For any positive constant A, theorem exists positive constant B,such that D = x1/2 log-Bx,we havewhere integer r≥0,gx(a)is a real function,satisfing the conditiongx(a) ≤τr (a)T(a) is a divisor function.Corollary.For any positive constant A, there exists positive constant B, suchthat D = x1/2log-Bx, we havewhereB=6A + 22r +56
