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Recent results on Fano manifolds Marco Andreatta
 

Summary: Recent results on Fano manifolds
Marco Andreatta
Dipartimento di Matematica
Trento
Recent results on Fano manifolds ­ p.1/21
Riemann-Poincaré
uniformization theorem
Recent results on Fano manifolds ­ p.2/21
Riemann-Poincaré
uniformization theorem
Let X be a complex projective manifold:
If dimX := n = 1 then there exits an hermitiam metric
on TX with constant curvature k such that
k > 0 k = 0 k < 0
X = S2
= P1
X = C/ X = /1(X)
And in higher dimension ?
How can we generalize the first class?
Recent results on Fano manifolds ­ p.3/21

  

Source: Andreatta, Marco - Dipartimento di Matematica, Università di Trento

 

Collections: Mathematics