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20012004
most citedLocal cohomology multiplicities in in terms of étale cohomolgy

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

collaborators

6 papers

math.AC20042 cited

D-module generation in positive characteristic via Frobenius descent

Manuel Blickle

In this short note I give an alternative proof of a generalization of the result in math.AC/0407464. Namely I show that for most regular rings R, the localization R[1/f] at an elem…

math.AG20044 cited

Local cohomology multiplicities in in terms of étale cohomolgy

Manuel Blickle, Raphael Bondu

We give a description of certain local cohomology invariants (introduced by Lyubeznik) for a class of mildly singular varieties in positive characteristic. The novelty of our appro…

math.AC20022 cited

Cartier isomorphism for toric varieties

Manuel Blickle

In this paper I show that, just as in the smooth case, the Cartier operator induces an isomorphism on the Zariski-deRham complex of any toric variety.

math.AG2002

The intersection homology D-module in finite characteristic

Manuel Blickle

For Y a closed normal subvariety of codimension c of a smooth complex variety X, Brylinski and Kashiwara showed that the local cohomology module H^c_Y(X,O_X) contains a unique simp…

math.AG2002

The D-Module structure of R[F]-modules

Manuel Blickle

Let R be a regular ring essentially of finite type over a perfect field k. An R-module M is called a unit R[F]-module if it comes equipped with an isomorphism F*M-->M where F denot…

math.AG2001

The intersection homology D--module in finite characteristic

Manuel Blickle

Let R be a regular, local and F-finite ring defined over a field of finite characteristic. Let I be an ideal of height c with normal quotient . It is shown that the local co…