Abstract
In this paper, we study proper holomorphic self-mappings of generalized complex ellipsoids and generalized Hartogs triangles. By making use of our previous result on the holomorphic automorphism group of a generalized complex ellipsoid and Monti-Morbidelli's result on the extendability of a local CR-diffeomorphism between open subsets contained in the strictly pseudoconvex part of the boundary of a generalized complex ellipsoid, we obtain natural generalizations of some results due to Landucci, Chen-Xu and Zapalowski.
Citation
Akio Kodama. "On proper holomorphic self-mappings of generalized complex ellipsoids and generalized Hartogs triangles." Kodai Math. J. 40 (3) 421 - 449, October 2017. https://doi.org/10.2996/kmj/1509415224
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