A note on special polynomials and minimal surfaces
classification
🧮 math.DG
keywords
minimalsurfacespolynomialsbehaviorconfigurationsconstructdifferentialequation
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When using Traizet's regeneration technique to construct minimal surfaces, the simplest nontrivial configurations are given as the roots of polynomials that satisfy a hypergeometric differential equation. We exhibit examples of simple minimal surfaces exhibiting the same behavior.
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