activity
20002005
most citedIndigenous bundles with nilpotent -curvature

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

collaborators

10 papers

math.NT2005

Ordinary elliptic curves of high rank over with constant j-invariant II

Claus Diem, Jasper Scholten

We show that for all odd primes , there exist ordinary elliptic curves over with arbitrarily high rank and constant -invariant. This shows in particul…

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.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.NT2004

Asymptotically good towers and differential equations

Peter Beelen, Irene I. Bouw

This paper concerns towers of curves over a finite field with many rational points, following Garcia--Stichtenoth and Elkies. We present a new method to produce such towers. A key…

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…