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Formal deformation of curves with group scheme action

Stefan Wewers — 2005

Annales de l’institut Fourier

We study equivariant deformations of singular curves with an action of a finite flat group scheme, using a simplified version of Illusie's equivariant cotangent complex. We apply these methods in a special case which is relevant for the study of the stable reduction of three point covers.

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