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ON THE EXTREME POINTS OF CLASSES OF UNIVALENT FUNCTIONS
by
Annales Academire
,
Scientiarum Fennioa
,
Heikki Haario
BibTeX
@MISC{Academire_onthe,
author = {Annales Academire and Scientiarum Fennioa and Heikki Haario},
title = {ON THE EXTREME POINTS OF CLASSES OF UNIVALENT FUNCTIONS},
year = {}
}
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Abstract
Let H(D) denote the set of all analytic functions in the unit 6its p:{z€Cl lzl=l). Equipped with the usual topology of locally uniform convergence II(D) is a locally convex topological vector space. A function f(B is called an extreme point of a subset BcH(D) if it cannot be written as a proper convex combination
