LOI, ANDREA
LOI, ANDREA
DIPARTIMENTO DI MATEMATICA ED INFORMATICA
A characterization of complex space forms via Laplace operators
2020-01-01 Loi, A.; Salis, F.; Zuddas, F.
A Duality for Involutive Bisemilattices
2019-01-01 Bonzio, Stefano; Loi, Andrea; Peruzzi, Luisa
A Laplace integral on a Kaehler manifold and Calabi's diastasis function
2005-01-01 Loi, Andrea
A Laplace integral, the T-Y-Z expansion and Berezin's transform on a Kaehler manifold
2005-01-01 Loi, Andrea
A note on Kaehler--Einstein metrics and Bochner's coordinates
2004-01-01 Loi, Andrea; Arezzo, C.
A note on the l^2-norm of the second fundamental form of algebraic manifolds
2010-01-01 Loi, Andrea; Zedda, M.
A note on the structural stability of the equilibrium manifold
2010-01-01 Loi, Andrea; Matta, Stefano
A Riemannian metric on the equilibrium manifold: the smooth case
2006-01-01 Loi, Andrea; Matta, Stefano
A symplectic version of Nash C^1-isometric embedding theorem
2002-01-01 Loi, Andrea; D'Ambra, G.
An uncertainty-aware optimization approach for flexible loads of smart grid prosumers: A use case on the Cardiff energy grid
2019-01-01 Lilliu, Fabio; Loi, Andrea; Diego, Reforgiato; Sisinni, Mario; Vinyals, Merixtell
Balanced metrics on C^n
2007-01-01 Cuccu, Fabrizio; Loi, Andrea
Balanced metrics on Cartan and Cartan–Hartogs domains
2012-01-01 Loi, Andrea; Zedda, Michela
Balanced metrics on Hartogs domains
2011-01-01 Loi, Andrea; Zedda, Michela
Berezin quantization of homogeneous bounded domains
2012-01-01 Loi, Andrea; Mossa, Roberto
Bergman and balanced metrics on complex manifolds
2005-01-01 Loi, Andrea
Bochner Coordinates on Flag Manifolds
2019-01-01 Loi, Andrea; Mossa, Roberto; Zuddas, Fabio
Calabi's diastasis function for Hermitian symmetric spaces
2006-01-01 Loi, Andrea
Calabi's inhomogeneous Einstein manifold is globally symplectomorphic to R^{2n}
2012-01-01 Loi, Andrea; Zedda, Michela
Canonical metrics on Hartogs domains
2010-01-01 Loi, Andrea; Zuddas, Fabio
Cartan domains and indefinite Euclidean spaces
2009-01-01 Loi, Andrea; Zedda, M.