一个新的具有最佳常数因子的半离散Hilbert不等式

A New Half-discrete Hilbert Integral Inequality with Best Constant Factor

应用权系数方法及参量化思想,给出的一个新的带有最佳常数的-2μ齐次半离散型的Hilbert不等式,同时给出相应的等价形式.

By using the method of weight coefficients and the ideas of parameterizing,we give a half-discrete of Hilbert inequality with-2μ homogeneous kernel and with a best constant and its equivalent forms.