Advanced versions of the inverse function theorem

Author:

Shoikhet David, ,

Abstract

"This short opus is dedicated to the bright memory of the distinguished mathematician Gabriela Kohr and her mathematical heritage. Gabriela Kohr's contribution to analysis of one and several complex variables brought new knowledge into the modern theory as well as new colors to the subject. During our meetings with Gabriela at various conferences she always proposed some interesting and often nonstandard questions related to classical issues as well as new directions. It is worth to be mentioned her excellent book [50] together with Ian Graham on classical and modern problems in Geometric Function Theory in complex spaces (see also, [46], [56], [27], [22], [24], [49] and [48])."

Publisher

Babes-Bolyai University

Subject

General Mathematics

Reference100 articles.

1. """[1] Abate, M., The infinitesimal generators of semigroups of holomorphic maps, Ann. Mat.Pura Appl., 161(1992), 167-180.

2. [2] Aharonov, D., Elin, M., Reich, S., Shoikhet, D., Parametric representations of semicomplete vector fields on the unit balls in Cn and in Hilbert space, Rend. Mat. Acc. Lincei Analisi Matematicas, 10(1999), 229-253.

3. [3] Aharonov, D., Reich, S., Shoikhet, D., Flow invariance conditions for holomorphic mappings in Banach spaces, Math. Proc. R. Ir. Acad. 99A(1999), 93-104.

4. [4] Aizenberg, L., Reich, S., Shoikhet, D., One-Sided Estimates for the existence of null points of holomorphic mappings in Banach spaces, J. Math. Anal. Appl., 203(1996), 38-54.

5. [5] Alpay, D., Dijksma, A., Langer, H., Reich, S., Shoikhet, D., Boundary interpolation and rigidity for generalized Nevanlinna functions, Math. Nachr., 283(2010), 335-364.

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