most citedSome remarks on open analytic curves over non-archimedian fields

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math.AG20052 cited

Some remarks on open analytic curves over non-archimedian fields

Stefan Wewers

We study open analytic curves over non-archimedian fields and their formal models. In particular, we give a criterion, in terms of etale cohomology, when such a formal model is (al…

math.AG20051 cited

Indigenous bundles with nilpotent -curvature

Irene I. Bouw, Stefan Wewers

We study indigenous bundles in characteristic p>0 with nilpotent p-curvature, and show that they correspond to so-called deformation data. Using this equivalence, we translate the…

math.AG20041 cited

Variation of parabolic cohomology and Poincare duality

Michael Dettweiler, Stefan Wewers

We continue our study of the variation of parabolic cohomology (math.AG/0310139) and derive an exact formula for the underlying Poincare duality. As an illustration of our methods,…

math.AG2004

Problems from the workshop on "Automorphisms of Curves" (Leiden, August, 2004)

I. Bouw, T. Chinburg, G. Cornelissen +7

Contents: Rational functions with given monodromy on generic curves (I. Bouw & S. Wewers); Can deformation rings of group representations not be local complete intersections? (T. C…

math.AG20041 cited

The local lifting problem for dihedral groups

Irene I. Bouw, Stefan Wewers

Let be the dihedral group of order , where is an odd prime. Let an algebraically closed field of characteristic . We show that any action of on the ring…

math.AG20041 cited

Alternating groups as monodromy groups in positive characteristic

Irene I. Bouw, Stefan Wewers

Let be a generic curve of genus defined over an algebraically closed field of characteristic . We show that for sufficiently large there exists a tame rati…