activity
20142023
most citedFibre dimension of the Nash transformation

2 citations · 2 across the 6 of their papers we have counts for

collaborators

6 papers

math.AC2023

On the Jacobian ideal of a nondegenerate power series

Achim Hennings

Let f be a nondegenerate power series in several variables. We describe a condition for a polynomial g which implies that the product of g by the kth power of f is not contained in…

math.AG2020

Non-integrality of integrable over Kähler differential forms

Achim Hennings

We show that for a normal isolated singularity the module of square-integrable regular differential forms of top degree is not integral over the module of Kähler differential forms…

math.AG2019

A remark on extension of log-pluricanononical forms for nondegenerate hypersurfaces

Achim Hennings

We determine, complementing a paper by Marcel Morales, the log-pluricanonical forms on a nondegenerate hypersurface. This description shows that they are extendable to 1-parameter…

math.AG2016

Aequisingularitaet von normalen Flaechensingularitaeten

Achim Hennings

We give a description of the equisingularity of a family of normal surface singularities by numerical invariants belonging to them. By equisingularity we mean Whitney regularity or…

math.AG2015

Limits of tangent spaces along a subvariety at an isolated singularity

Achim Hennings

We show that the dimension of the set of limits of tangent spaces along a subvariety at an irreducible isolated singularity is one less than the dimension of the subvariety itself.

math.AG2014★ 2 cited

Fibre dimension of the Nash transformation

Achim Hennings

It is proved that the special fibre of the Nash transform of an irreducible isolated singularity has maximal dimension.