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Means

The term "means" can refer to several different concepts depending on the context. Here are a few common interpretations: 1. **Statistical Mean**: In mathematics and statistics, the mean is a measure of central tendency, typically calculated as the sum of a set of values divided by the number of values. For example, the mean of the numbers 2, 4, and 6 is (2 + 4 + 6) / 3 = 4.

Table of contents 3k 50
- AM-GM Inequality Means 31
- Arithmetic mean Means 47
- Arithmetic–geometric mean Means 61
- Assumed mean Means 63
- Average Means 73
- Bochner–Riesz mean Means 48
- Centerpoint (geometry) Means 66
- Centroid Means 76
- Cesàro summation Means 44
- Chisini mean Means 37
- Circular mean Means 61
- Contraharmonic mean Means 23
- Cubic mean Means 71
- Fréchet mean Means 51
- Generalized mean Means 51
- Geometric mean Means 37
- Geometric median Means 22
- Geometric–harmonic mean Means 66
- Grand mean Means 71
- Harmonic mean Means 65
- Heronian mean Means 67
- Identric mean Means 45
- Interquartile mean Means 66
- Lehmer mean Means 58
- Logarithmic mean Means 28
- Mean Means 38
- Mean of a function Means 15
- Mean signed deviation Means 59
- Mean square Means 63
- Median Means 67
- Medoid Means 74
- Mid-range Means 64
- Midhinge Means 57
- Mode (statistics) Means 67
- Muirhead's Inequality Means 45
- Neuman–Sándor mean Means 21
- Pseudomedian Means 75
- Pythagorean means Means 30
- Quasi-arithmetic mean Means 24
- Riesz mean Means 68
- Root mean square Means 67
- Spherical mean Means 52
- Stolarsky mean Means 42
- Temporal mean Means 59
- Trimean Means 40
- Truncated mean Means 66
- Weighted arithmetic mean Means 50
- Weighted geometric mean Means 58
- Weighted median Means 74
- Winsorized mean Means 71

 Ancestors (5)