- The
identric mean of two
positive real
numbers x, y is
defined as: I(x,y)=1e⋅lim(ξ,η)→(x,y)ξξηηξ−η=lim(ξ,η)→(x,y)exp(ξ⋅lnξ−η⋅lnηξ−η−1)={xif x=y1exx...
-
symmetric mean Geometric-harmonic mean
Grand mean
Heinz mean
Heronian mean
Identric mean
Lehmer mean
Logarithmic mean
Moving average Neuman–Sándor mean Quasi-arithmetic...
- misrepresentation. This
family includes the
logarithmic mean,
geometric mean, and the
identric mean. The
Stolarsky means can be
justified by
minimizing these inequality...
- {1}{2}}}. limp→1Sp(x,y){\displaystyle \lim _{p\to 1}S_{p}(x,y)} is the
identric mean. It can be
obtained from the mean
value theorem by choosing...
-
means and inequalities. Mean
Arithmetic mean
Geometric mean
Stolarsky mean
Identric mean
Means in
Mathematical Analysis E.
Neuman & J. Sándor. On the Schwab–Borchardt...