The envelope of holomorphy E(OMEGA) of any domain OMEGA in C(n) which is either of circular type or a tube, is constructed in terms of the envelope of a lower dimensional complex space. As consequences, conditions for the univalence of E(OMEGA) are proved.
Tarabusi, E.C., & Trapani, S. (1994). Construction of envelopes of holomorphy for some classes of special domains. THE JOURNAL OF GEOMETRIC ANALYSIS, 4(1), 1-21 [10.1007/BF02921590].
Construction of envelopes of holomorphy for some classes of special domains
TRAPANI, STEFANO
1994
Abstract
The envelope of holomorphy E(OMEGA) of any domain OMEGA in C(n) which is either of circular type or a tube, is constructed in terms of the envelope of a lower dimensional complex space. As consequences, conditions for the univalence of E(OMEGA) are proved.File in questo prodotto:
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