In this paper, a simple rule for the harmonic mean and the arithmetic mean was given.

The harmonic mean of real coding complexities for previous coded frames is adopted to predict the current frame\'s coding complexity.

Appliaction of harmonic average in testing imported tops

The relation between arithmetic average and harmonic average is described, which is one of the difficult problem in statistics, and a good approach of the difference between arithmetic average and harmonic average is provided.

In this paper, the relation X≥ X G≥ X H between arithmetic average X, geometrical average  X G and harmonic average  X H of positive number X i>0 (i=1,2,…,n) is proved.

FTS-Stream uses two bounds to constrain ρ,and adopts a Weighted Harmonic Average(WHA) of the two bounds to replace ρ.

The strong limit theorems on the arbitrary stochastic convergence for the harmonic mean of the random conditional probabilities in the random selection system is studied.

Weighted harmonic means combination forecasting based on degree of reciprocal grey incidence is a new kind of nonlinear combination forecasting method.

The purpose of this paper is to provide a direct proof on the fact that the geometric-harmonic mean of any two positive numbers can be calculated by a first complete elliptical integral, and then to give new characterizations of some mean-values.

Based on the inverse harmonic mean curvature flow, an anisotropic approach is presented to rapidly remove undesirable noise from irregularly triangulated data while retaining desirable geometric feature, and the anisotropic diffusion weighting function in our model is simple.