most citedThe rationality of the Hilbert-Kunz multiplicity in graded dimension two

4 citations · 7 across the 8 of their papers we have counts for

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math.AG2004

Restriction of the cotangent bundle to elliptic curves and Hilbert-Kunz fnctions

Holger Brenner, Georg Hein

We describe the possible restrictions of the cotangent bundle Ω_{\PP^N} to an elliptic curve C \subset \PP^N. We apply this in positive characteristic to the computation of the Hil…

math.AG2004

There is no Bogomolov type restriction theorem for strong semistability in positive characteristic

Holger Brenner

We give an example of a strongly semistable vector bundle of rank two on the projective plane such that there exist smooth curves of arbitrary high degree with the property that th…

math.AG2003★ 2 cited

The theory of tight closure from the viewpoint of vector bundles

Holger Brenner

We present a geometric interpretation of tight closure in terms of vector bundles and projective bundles.