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Exact(25)
The mean is defined as (5.16).
A four-parameter homogeneous mean is defined by another approach.
The intrinsic mean is defined using only the intrinsic geometry of the manifold.
A continuous (resp. symmetric/homogeneous) mean is defined as usual; see, for instance, [6].
For example, Galton's "regression to the mean" is defined as a decline in variance over generations (p. 102), which is misleading for modern readers.
The generalized de la Vallee-Pousin mean is defined by t n x = 1 λ n ∑ k ∈ I n x k, Open image in new window.
Similar(35)
For,, with, the generalized Muirhead mean with parameters and and the identric mean are defined by.
Let ; we recall that the th symmetric function of and its mean are defined by (3.1).
For, with, the generalized Muirhead mean with parameters and and the identric mean are defined by and,,,, respectively.
In [8], a new symmetric mean was defined for two strictly monotone functions and on as (213).
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