89 citations · 735 across the 47 of their papers we have counts for
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math.AG2008★ 16 cited
On the combinatorial classification of toric log del Pezzo surfaces
Alexander M. Kasprzyk, Maximilian Kreuzer, Benjamin Nill
Toric log del Pezzo surfaces correspond to convex lattice polygons containing the origin in their interior and having only primitive vertices. An upper bound on the volume and on t…
math.AG2008★ 79 cited
Canonical toric Fano threefolds
Alexander M. Kasprzyk
An inductive approach to classifying toric Fano varieties is given. As an application of this technique, we present a classification of the toric Fano threefolds with at worst cano…
math.AG2008★ 52 cited
Bounds on Fake Weighted Projective Space
Alexander Kasprzyk
A fake weighted projective space X is a Q-factorial toric variety with Picard number one. As with weighted projective space, X comes equipped with a set of weights (λ_0,...,λ_n). W…