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math.AG2000
Toric varieties whose blow-up at a point is Fano
Laurent Bonavero
We classify smooth toric Fano varieties of dimension containing a toric divisor isomorphic to $\PP^{n-1}$. As a consequence of this classification, we show that any smoot…
math.AG2000
Some boundedness results for Fano-like Moishezon manifolds
L. Bonavero, S. Takayama
We prove finiteness of the number of smooth blow-downs on Fano manifolds and boundedness results for the geometry of non projective Fano-like manifolds. Our proofs use properness o…