一个半离散逆向的Hilbert不等式

A Half-discrete Reverse Hilbert′s Inequality

应用权系数的方法及参量化思想,建立一个具有最佳常数因子的、半离散逆向的Hilbert不等式,并考虑了它的多参数推广式及具有最佳常数因子的等价式.

By using the way of weight coefficient and the idea of introducing parameters, a half-discrete reverse Hilbert＇s inequality with a best constant factor and a parameter λ∈ （0,4] is given. We also consider its best extension with multi-parameters and the equivalent forms.