论文标题
尖锐的算子平均数值半径的不平等
Sharp operator mean inequalities of the numerical radii
论文作者
论文摘要
我们为产品运营商提供了几个尖锐的上限和一些扩展。在其他不平等现象中，还表明，如果是非负连续函数，以便，那么，对于所有非负算子单调降低函数的功能，我们就会获得上述不平等的应用，则显示在哪里和。
We present several sharp upper bounds and some extension for product operators. Among other inequalities, it is shown that if , , are non-negative continuous functions on such that , , then for all non-negative operator monotone decreasing function on , we obtain that As an application of the above inequality, it is shown that where, and .
