论文标题
$ n $正值和潜在用途的加权谐波平均值的几何表示
Geometric representation of the weighted harmonic mean of $n$ positive values and potential uses
论文作者
论文摘要
本文致力于对一项程序的分析和详细研究，以生成$ n $正实数的加权算术和谐波手段。加上这种解释，我们证明了一些相关的属性，这些属性将使我们能够在适应不连续性的几个维度中定义数值近似方法。
This paper is dedicated to the analysis and detailed study of a procedure to generate both the weighted arithmetic and harmonic means of $n$ positive real numbers. Together with this interpretation, we prove some relevant properties that will allow us to define numerical approximation methods in several dimensions adapted to discontinuities.
