weighted geometric mean - Axtarish в Google
In statistics, the weighted geometric mean is a generalization of the geometric mean using the weighted arithmetic mean.
Среднее геометрическое взвешенное Среднее геометрическое взвешенное
Среднее геометрическое взвешенное — разновидность среднего значения, обобщение среднего геометрического. Для набора неотрицательных вещественных чисел с вещественными весами, такими что, определяется как . Приведённые формулы имеют смысл для любых... Википедия
26 мар. 2016 г. · You apply an exponent to each element in the data set that equals the weight of the element. You then multiply these values together and raise ...
Various means (the arithmetic mean, the geometric mean, the harmonic mean, the power means) are often used as central tendency statistics.
The weighted geometric mean has similarity with the geometric mean. The basic difference is that each of the values can be influenced by the values of the ...
The model systematically underestimates thermal conductivity of reservoir rocks. The underestimation value depends on lithology, porosity, and pore fluid.
16 сент. 2012 г. · Weighted geometric mean better reflects a situation when a shortage in one element limits the result and cannot be compensated by other elements.
Compute the weighted geometric mean along the specified axis. The weighted geometric mean of the array associated to weights is: ⁡ ( ∑ i = 1 n w i ln ⁡ and, ...
Various means (the arithmetic mean, the geometric mean, the harmonic mean, the power means) are often used as central tendency statistics.
Tool to calculate weighted means. The weighted mean of a statistical value related to a list of numbers that are associated with a coefficient: their weight.
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