4 citations · 4 across the 2 of their papers we have counts for
3 papers
math.DG2005★ 4 cited
Kaehler-Einstein metrics on orbifolds and Einstein metrics on spheres
Alessandro Ghigi, János Kollár
A construction of Kaehler-Einstein metrics using Galois coverings, studied by Arezzo-Ghigi-Pirola, is generalized to orbifolds. By applying it to certain orbifold covers of P^n whi…
math.DG2004
Symmetries, Quotients and Kaehler-Einstein metrics
C. Arezzo, A. Ghigi, G. P. Pirola
We consider Fano manifolds M that admit a collection of finite automorphism groups G_1, ..., G_k, such that the quotients M/G_i are smooth Fano manifolds possessing a Kaehler-Einst…
math.DG2000
A generalization of Cayley submanifolds
Alessandro Ghigi
Given a Kaehler manifold of complex dimension 4, we consider submanifolds of (real) dimension 4, whose Kaehler angles coincide. We call these submanifolds Cayley. We investigate so…