The optimal constants in Khintchine's inequality for the case 2<p<3
Functional Analysis
2017-09-11 v1
Abstract
A mean step in Haagerup's proof for the optimal constants in Khintchine's inequality is to show integral inequalities of type . F.L. Nazarov and A.N. Podkorytov made Haagerup's proof much more clearer for the case 0<p<2 by using a lemma on distribution functions. In this article we want to treat the case 2<p<3 with their technique.
Keywords
Cite
@article{arxiv.1601.07850,
title = {The optimal constants in Khintchine's inequality for the case 2<p<3},
author = {Olaf Mordhorst},
journal= {arXiv preprint arXiv:1601.07850},
year = {2017}
}