A short proof of the Dimension Conjecture for real hypersurfaces in ${\mathbb C}^2$

Alexander Isaev; Boris Kruglikov

arxiv: 1509.09139 · v1 · pith:YIAK7L5Rnew · submitted 2015-09-30 · 🧮 math.CV

A short proof of the Dimension Conjecture for real hypersurfaces in {mathbb C}²

Alexander Isaev , Boris Kruglikov This is my paper

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keywords dimensionconjecturehypersurfacesmathbbshortalgebraargumentautomorphisms

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Recently, I. Kossovskiy and R. Shafikov have settled the so-called Dimension Conjecture, which characterizes spherical hypersurfaces in ${\mathbb C}^2$ via the dimension of the algebra of infinitesimal automorphisms. In this note, we propose a short argument for obtaining their result.

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A short proof of the Dimension Conjecture for real hypersurfaces in {mathbb C}²

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