27 citations · 42 across the 6 of their papers we have counts for
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math.AG2004★ 14 cited
Global Boundedness for Decorated Sheaves
Alexander H. W. Schmitt
An important classification problem in Algebraic Geometry deals with pairs $(\E,ϕ)$, consisting of a torsion free sheaf $\E$ and a non-trivial homomorphism $ϕ\colon (\E^{\otimes a}…
math.AG2004★ 27 cited
A closer look at semistability for singular principal bundles
Alexander H. W. Schmitt
We substantially refine the theory of singular principal bundles introduced in a former paper. In particular, we show that we need only honest singular principal bundles in our com…
math.AG2004
Moduli for decorated tuples of sheaves and representation spaces for quivers
Alexander Schmitt
We extend the scope of a former paper to vector bundle problems involving more than one vector bundle. As the main application, we obtain the solution of the well-known moduli prob…