Kazarinoff不等式的进一步改进

Step forward refinement on Kazarinoff inequality

应用由Fvard常数导出的交错级数估值式及分析的方法,对经典的Kazarinoff不等式作了进一步的改进,并证明了不等式两边的常数为最佳值.

By using alternation series＇s inequalities for estimating that is built by Favard＇s constant and analysis method, Kazarinoff Inequality is refined in step forward and proved that constants of both sides are the best possible value.