Extending Holomorphic Maps from Stein Manifolds into Affine Toric Varieties

  • RICHARD LÄRKÄNG
  • Published 2016

Abstract

A complex manifold Y is said to have the interpolation property if a holomorphic map to Y from a subvariety S of a reduced Stein space X has a holomorphic extension to X if it has a continuous extension. Taking S to be a contractible submanifold of X = C gives an ostensibly much weaker property called the convex interpolation property. By a deep theorem of… (More)

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