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It has been proved that the arithmetic, geometric, and harmonic means are stable, while the logarithmic and identric means are stabilizable.
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71 The metastable form produced by these means was stable for periods ranging from hours to two or three months!
It is proved in [11] that every cross mean is stable.
The above proposition implies again that every cross mean is stable.
In fact, mean values are stable across groups and standard deviations are low.
Clusters can always be detected in datasets but that does not necessarily mean they are stable or reproducible.
He argues that structural changes in emerging markets mean that they are stable enough for average American investors.
The two trivial means min and max are stable.
which means the weak solutions are stable almost everywhere.
The power binomial mean B p is stable for all real number p. In particular, the arithmetic, geometric, and harmonic means A, G, and H are stable.
For example, the arithmetic, geometric, and harmonic means A, G, and H are stable.
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