Some remarks on Hartogs’ extension lemma

Author:

Černe Miran,Flores Manuel

Abstract

Motivated by a result and a question by E. M. Chirka we consider the Hartogs’ extension property for some connected sets in C 2 \mathbb {C}^ 2 of the form K = Σ ( Δ × Δ ¯ ) K=\Sigma \cup (\partial \Delta \times \overline {\Delta }) , where Σ \Sigma is a possibly nonconnected compact subset of Δ ¯ × Δ ¯ C 2 \overline {\Delta }\times \overline {\Delta }\subset \mathbb {C}^ 2 .

Publisher

American Mathematical Society (AMS)

Subject

Applied Mathematics,General Mathematics

Reference11 articles.

1. The role of Fourier modes in extension theorems of Hartogs-Chirka type;Barrett, David E.;Math. Z.,2005

2. Some generalizations of Chirka’s extension theorem;Bharali, Gautam;Proc. Amer. Math. Soc.,2001

3. Quasilinear \overline∂-equation on bordered Riemann surfaces;Černe, Miran;Math. Ann.,2006

4. The generalized Hartogs lemma and the nonlinear \overline∂-equation;Chirka, E. M.,2001

5. Remarks on the proof of a generalized Hartogs lemma;Chirka, Evgeni;Ann. Polon. Math.,1998

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