Survey paper on the theme of rationality and uniratioality in Algebraic Geometry. The contents follow rhe natural historical evolution of the subject since Lueroth problem to nowadays notions, in particular the notion of rationally connected varieties. The key objects considered for this survey are smooth hypersurfaces of degree d < n+1 in projective space of dimension n.
Verra, A. (2005). ALESSANDRO VERRA (2005). Rationality and unirationality problems in algebraic geometry. BOLLETTINO DELL'UNIONE MATEMATICA ITALIANA. B, 8, 77-102.
ALESSANDRO VERRA (2005). Rationality and unirationality problems in algebraic geometry
VERRA, Alessandro
2005-01-01
Abstract
Survey paper on the theme of rationality and uniratioality in Algebraic Geometry. The contents follow rhe natural historical evolution of the subject since Lueroth problem to nowadays notions, in particular the notion of rationally connected varieties. The key objects considered for this survey are smooth hypersurfaces of degree d < n+1 in projective space of dimension n.File in questo prodotto:
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