32 citations · 41 across the 7 of their papers we have counts for
7 papers
Hirzebruch surfaces in a one-parameter family
Fiammetta Battaglia, Elisa Prato, Dan Zaffran
We introduce a family of spaces, parametrized by positive real numbers, that includes all of the Hirzebruch surfaces. Each space is viewed from two distinct perspectives. First, as…
Simplicial toric varieties as leaf spaces
Fiammetta Battaglia, Dan Zaffran
We present a summary of some results from our article [BZ1] and other recent results on the so-called LVMB manifolds. We emphasize some features by taking a different point of view…
On Fano threefolds with semi-free -actions, I
Qilin Yang, Dan Zaffran
Let be a Fano threefold and $\C ^* \times X\rightarrow X$ an algebraic action. Then has a -invariant Kähler structure and the corresponding -action admits an equi…
Foliations modeling nonrational simplicial toric varieties
Fiammetta Battaglia, Dan Zaffran
We establish a correspondence between simplicial fans, not necessarily rational, and certain foliated compact complex manifolds called LVMB-manifolds. In the rational case, Meersse…
Holomorphic Functions on Bundles Over Annuli
Dan Zaffran
We consider a family E_m(D,M) of holomorphic bundles constructed as follows: to any given M in GL_n(Z), we associate a "multiplicative automorphism" f of (C*)^n. Now let D be a f-i…
Non-Kaehler manifolds and GIT-quotients
Stephanie Cupit-Foutou, Dan Zaffran
Bosio generalized the construction by Meersseman of a family of non-algebraic compact complex manifolds of any dimension. We establish a link between Bosio's construction and GIT q…