11 citations · 17 across the 7 of their papers we have counts for
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math.QA2001
On infinite dimensional grassmannians and their quantum deformations
R. Fioresi, C. Hacon
An algebraic approach is developed to define and study infinite dimensional grassmannians. Using this approach a quantum deformation is obtained for both the ind-variety union of a…
math.AG2001
On the birational geometry of varieties of maximal Albanese dimension
C. D. Hacon, R. Pardini
We study the birational geometry of varieties of maximal Albanese dimension. In particular we discuss criteria for a generically finite morphism of varieties of maximal Albanese di…
math.AG2001
Surfaces with
Christopher D. Hacon, Rita Pardini
We classify minimal complex surfaces of general type with . More precisely, we show that such a surface is either the symmetric product of a curve of genus 3 or a free $\Z…