SEPPI, Andrea
SEPPI, Andrea
MATEMATICA "GIUSEPPE PEANO"
Affine deformations of quasi‐divisible convex cones
2023-01-01 Nie, Xin; Seppi, Andrea
Anti-de Sitter geometry and Teichmüller theory
2020-01-01 Bonsante F.; Seppi A.
Area-preserving diffeomorphisms of the hyperbolic plane and K-surfaces in anti-de Sitter space
2018-01-01 Bonsante F.; Seppi A.
Character varieties of a transitioning Coxeter 4-orbifold
2022-01-01 Riolo S.; Seppi A.
Complete CMC hypersurfaces in Minkowski (n + 1)-space
2023-01-01 Bonsante F.; Seppi A.; Smillie P.
Entire surfaces of constant curvature in Minkowski 3-space
2019-01-01 Bonsante F.; Seppi A.; Smillie P.
Equivariant maps into anti-de sitter space and the symplectic geometry of ℍ 2 × ℍ 2
2019-01-01 Bonsante F.; Seppi A.
Fibered spherical 3-orbifolds
2015-01-01 Mecchia M.; Seppi A.
Generalization of a formula of Wolpert for balanced geodesic graphs on closed hyperbolic surfaces
2020-01-01 Fillastre, François; Seppi, Andrea
Geometric transition from hyperbolic to anti-de Sitter structures In Dimension Four
2022-01-01 Riolo S.; Seppi A.
Hypersurfaces of constant Gauss–Kronecker curvature with Li-normalization in affine space
2023-01-01 Nie X.; Seppi A.
Isometry groups and mapping class groups of spherical 3-orbifolds
2019-01-01 Mecchia M.; Seppi A.
Maximal surfaces in Anti-de Sitter space, width of convex hulls and quasiconformal extensions of quasisymmetric homeomorphisms
2019-01-01 Seppi A.
Minimal discs in hyperbolic space bounded by a quasicircle at infinity
2016-01-01 Seppi A.
On Codazzi Tensors on a Hyperbolic Surface and Flat Lorentzian Geometry
2016-01-01 Bonsante F.; Seppi A.
On the Diffeomorphism Type of Seifert Fibered Spherical 3-Orbifolds
2020-01-01 Mecchia M.; Seppi A.
On the Gauss map of equivariant immersions in hyperbolic space
2022-01-01 El Emam C.; Seppi A.
On the maximal dilatation of quasiconformal minimal Lagrangian extensions
2019-01-01 Seppi A.
On the volume of Anti-de Sitter maximal globally hyperbolic three-manifolds
2017-01-01 Bonsante F.; Seppi A.; Tamburelli A.
Quasi-Fuchsian manifolds close to the Fuchsian locus are foliated by constant mean curvature surfaces
2024-01-01 Choudhury D.; Mazzoli F.; Seppi A.