Holomorphic self-maps of singular projective curves
Abstract
Here we classify all complex singular irreducibile projective curves. X , such that there exists a holomorphic map f : X → X with f locally biholomorphic at each point of X_{reg} and with deg( f ) ≥ 2 : X is rational and either it has a unique singular point with two branches or it has exactly two singular points, both unibranch.Downloads
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