50+ Geometric Mean Explanation Background

50+ Geometric Mean Explanation
Background. Geometric mean is the calculation of mean or average of series of values of product which takes the arithmetic mean is known as additive mean and are used in the everyday calculation of returns. Applications in finance and portfolio management.

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The geometric mean return may also be referred to as the geometric average return. The geometric mean (g.m.) and the harmonic mean (h.m.) forms an important measure of the central tendency of data. Of course, with large n this can be difficult to calculate.

The geometric mean (g.m.) and the harmonic mean (h.m.) forms an important measure of the central tendency of data.

Axis=0 argument calculates the column wise geometric mean of the dataframe so the result will be. Axis=0 argument calculates the column wise geometric mean of the dataframe so the result will be. Find the geometric mean between 4 and 25. The geometric mean return may also be referred to as the geometric average return.