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Totally Real Embeddings with Prescribed Polynomial Hulls by Arosio, Leandro; Wold, Erlend Fornaess is a scholarly article available to read on EtoBox.

What is Totally Real Embeddings with Prescribed Polynomial Hulls about?

We embed compact $C^\infty$ manifolds into $\mathbb C^n$ as totally real manifolds with prescribed polynomial hulls. As a consequence we show that any compact $C^\infty$ manifold of dimension $d$ admits a totally real embedding into $\mathbb C^{\lfloor \frac{3d}{2}\rfloor}$ with non-trivial polynomial hull without complex structure.

Author

Arosio, Leandro; Wold, Erlend Fornaess

Published

2017

Language

EN