Asymptotic linearity of mean values
Keywords:
Power mean values, asymptotic linearitySubjects:
26B05Abstract
The power and some other families of mean values, considered as the functions of parameter, have asymptotically linear distribution. This holds if either all the variables converge to the same value, or under the equal tending to infinity of additive increment of the variables. This limit linearity strengthens asymptotic property of Hoehn and Niven [10] which was investigated in several papers.
Downloads
Published
1999-04-15
Issue
Section
Articles
License
Copyright (c) 1999 Authors retain copyright to their work.
This work is licensed under a Creative Commons Attribution 4.0 International License.