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Universal holomorphic maps with slow growth I. An Algorithm

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arxiv 2306.11193 v2 pith:AGZBQIVZ submitted 2023-06-19 math.CV

classification math.CV
keywords growthholomorphicmapstheoryuniversalalgorithmcomplexmathbb
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abstract

We design an Algorithm to fabricate universal holomorphic maps between any two complex Euclidean spaces, within preassigned transcendental growth rate. As by-products, universal holomorphic maps from $\mathbb{C}^n$ to $\mathbb{CP}^m$ ($n\leqslant m$) and to complex tori having slow growth are obtained. We take inspiration from Oka manifolds theory, Nevanlinna theory, and hypercyclic operators theory.

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