39 citations · 118 across the 17 of their papers we have counts for
20 papers
On Galois realizations of special linear groups
Michael Dettweiler, Stefan Reiter
We study the determinant of certain etale sheaves constructed via middle convolution in order to realize special linear groups regularly as Galois groups over the rationals.
Monodromy of the Radon transform
Meirav Amram, Michael Dettweiler, Stefan Reiter
We algorithmically determine the monodromy of the local system on the smooth part of the Radon transformation of a generic simple perverse sheaf on the projective plane.
On the Hodge theory of the additive middle convolution
Michael Dettweiler, Stefan Reiter
We compute the behaviour of Hodge data under additive middle convolution for irreducible variations of polarized complex Hodge structures on punctured complex affine lines.
Monodromy of elliptic curve convolution, seven-point sheaves of -type and motives of Beauville type
Benjamin Collas, Michael Dettweiler, Stefan Reiter +1
We study the Tannakian properties of the category of perverse sheaves on elliptic curves endowed with the convolution product. We establish that for certain sheaves with unipotent…
Vector bundles on curves coming from Variation of Hodge Structures
Fabrizio Catanese, Michael Dettweiler
Fujita's second theorem for Kähler fibre spaces over a curve asserts that the direct image of the relative dualizing sheaf splits as the direct sum , where …
On the -adic Fourier transform and the determinant of the middle convolution
Michael Dettweiler
We study the relation of the middle convolution to the -adic Fourier transformation in the étale context. Using Katz' work and Laumon's theory of local Fourier transformation…