activity
20062014
most citedSyzygy Bundles on P^2 and the Weak Lefschetz Property

30 citations · 33 across the 8 of their papers we have counts for

collaborators

8 papers

math.AG2014

Rank-2 syzygy bundles on Fermat curves and an application to Hilbert-Kunz functions

Daniel Brinkmann, Almar Kaid

In this paper we describe the Frobenius pull-backs of the syzygy bundles , , on the projective Fermat curve C of degree n in characteristics coprime…

math.AG2011

Semistable vector bundles and Tannaka duality from a computational point of view

Almar Kaid, Ralf Kasprowitz

We develop a semistability algorithm for vector bundles which are given as a kernel of a surjective morphism between splitting bundles on the projective space over an algebraically…

math.AG2010

An explicit example of Frobenius periodicity

Holger Brenner, Almar Kaid

In this note we show that the restriction of the cotangent bundle of the projective plane to a Fermat curve of degree in characteristic $p \equiv -1 \mod…

math.AC2010★ 1 cited

A note on the weak Lefschetz property of monomial complete intersections in positive characteristic

Holger Brenner, Almar Kaid

Let K be an algebraically closed field of characteristic p > 0. We apply a theorem of C. Han to give an explicit description for the weak Lefschetz property of the monomial Artinia…

math.AG2007★ 2 cited

On deep Frobenius descent and flat bundles

Holger Brenner, Almar Kaid

Let R be an integral domain of finite type over Z and let f:X --> Spec R be a smooth projective morphism of relative dimension d >= 1. We investigate, for a vector bundle E on the…

math.AG2007

A remark on Frobenius descent for vector bundles

Holger Brenner, Almar Kaid

We give a class of examples of vector bundles on a relative smooth projective curve over Spec Z such that for infinitely many prime reductions the bundle has a Frobenius descent, b…