M. Dettweiler

activity

20032023

most citedHodge theory of the middle convolution

39 citations · 118 across the 17 of their papers we have counts for

collaborators

Showing 2018Show all

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math.AG2018

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.

math.AG2018

Monodromy of elliptic curve convolution, seven-point sheaves of $G_{2}$ -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…

On the Hodge theory of the additive middle convolution

Monodromy of elliptic curve convolution, seven-point sheaves of G2​-type and motives of Beauville type

Monodromy of elliptic curve convolution, seven-point sheaves of $G_{2}$ -type and motives of Beauville type