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Thesis Details
TitleOrbits and Khinchine-type inequalities in symmetric spaces
AuthorZanin, Dmitriy
InstitutionFlinders University
Date2011
AbstractA criterion is found for the orbit of an interpolation semigroup to be a closed convex hull of its extreme points in a given fully symmetric quasi-Banach space. Various generalisations of Khinchine inequality are proved in large class of symmetric spaces.
Thesis 01front.pdf 109.1 Kb
02whole.pdf 646.1 Kb