3 papers
math.AG2014
Abundance for Kaehler threefolds
Frédéric Campana, Andreas Hoering, Thomas Peternell
Let X be a compact Kaehler threefold with terminal singularities such that K\_X is nef. We prove that K\_X is semiample.
math.AG2011
Algebraic varieties with quasi-projective universal cover
Benoît Claudon, Andreas Hoering, János Kollár
We prove that the universal cover of a normal, projective variety X is quasi-projective if and only if a finite, étale cover of X is a fiber bundle over an Abelian variety with sim…
math.AG2010
Threefolds with quasi-projective universal cover
Benoît Claudon, Andreas Hoering
We study compact Kähler threefolds X with infinite fundamental group whose universal cover can be compactified. Combining techniques from -theory, Campana's geometric orbifol…