Abstract
We define a proper moduli stack classifying covers of curves of prime degree . The objects of this stack are torsors under a finite flat -group scheme, with a twisted curve and a stable curve. We also discuss embeddings of finite flat group schemes of order into affine smooth -dimensional group schemes.
Citation
Dan Abramovich. Matthieu Romagny. "Moduli of Galois $p$-covers in mixed characteristics." Algebra Number Theory 6 (4) 757 - 780, 2012. https://doi.org/10.2140/ant.2012.6.757
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