Conditions are given for the envelope of holomorphy of a Hartogs or circular domain in C(n) to be univalent, together with its explicit construction. The noneliminability of the assumptions is shown by counterexamples.
Tarabusi, E., Trapani, S. (1991). ENVELOPES OF HOLOMORPHY OF HARTOGS AND CIRCULAR DOMAINS. PACIFIC JOURNAL OF MATHEMATICS, 149(2), 231-249.
ENVELOPES OF HOLOMORPHY OF HARTOGS AND CIRCULAR DOMAINS
TRAPANI, STEFANO
1991-01-01
Abstract
Conditions are given for the envelope of holomorphy of a Hartogs or circular domain in C(n) to be univalent, together with its explicit construction. The noneliminability of the assumptions is shown by counterexamples.File in questo prodotto:
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