7 citations · 26 across the 22 of their papers we have counts for
4 papers · 1 filter
Pseudo-Kähler geometry of properly convex projective structures on the torus
Nicholas Rungi, Andrea Tamburelli
In this paper we prove the existence of a pseudo-Kähler structure on the deformation space of properly convex -structures over the torus.…
A closed ball compactification of a maximal component via cores of trees
Giuseppe Martone, Charles Ouyang, Andrea Tamburelli
We show that, in the character variety of surface group representations into the Lie group , the compactification of t…
Para-hyperKähler geometry of the deformation space of maximal globally hyperbolic anti-de Sitter three-manifolds
Filippo Mazzoli, Andrea Seppi, Andrea Tamburelli
In this paper we study the para-hyperKähler geometry of the deformation space of MGHC anti-de Sitter structures on , for a closed oriented surface. We show th…
Boundary of the Gothen components
Charles Ouyang, Andrea Tamburelli
In this short note we describe an interesting new phenomenon about the -character variety. Precisely, we show that the Hitchin component and all Gothen c…