On the exponential local-global principle for meromorphic functions and algebraic functions

Andreas Schweizer; Hsiu-Lien Huang; Julie Tzu-Yueh Wang

arxiv: 1404.0764 · v1 · pith:VGAT5TBZnew · submitted 2014-04-03 · 🧮 math.CV · math.NT

On the exponential local-global principle for meromorphic functions and algebraic functions

Hsiu-Lien Huang , Andreas Schweizer , Julie Tzu-Yueh Wang This is my paper

classification 🧮 math.CV math.NT

keywords functionsalgebraicexponentiallocal-globalmeromorphicprincipleanalogcase

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We prove the rank one case of Skolem's Conjecture on the exponential local-global principle for algebraic functions and discuss its analog for meromorphic functions.

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On the exponential local-global principle for meromorphic functions and algebraic functions

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