A LOCAL CONDITION FOR THE SINGLE-VALUEDNESS OF ANALYTIC FUNCTIONS OF SEVERAL VARIABLES

Abstract

A local condition for the single-valuedness of analytic functions is obtained. It is shown that in a suitably wide class of analytic functions this condition gives a local criterion for single-valuedness, i.e. for the envelope of holomorphy to be single-sheeted. Bibliography: 7 items.

Identifiers

DOI

10.1070/sm1974v022n02abeh001694

Citations and references