We formulate a conjecture on the motivic McKay correspondence for the group scheme $ \alpha_p$ in characteristic $p > 0$ and give a few evidences. The conjecture especially claims that there would be a close relation between quotient varieties by $\alpha_p$ and ones by the cyclic group of order $p$.

Notes on the motivic McKay correspondence for the group scheme $α_p$ / FABIO TONINI; TAKEHIKO YASUDA. - ELETTRONICO. - (2020), pp. 0-14. (Intervento presentato al convegno Singularities in Kagoshima).

Notes on the motivic McKay correspondence for the group scheme $α_p$

FABIO TONINI;
2020

Abstract

We formulate a conjecture on the motivic McKay correspondence for the group scheme $ \alpha_p$ in characteristic $p > 0$ and give a few evidences. The conjecture especially claims that there would be a close relation between quotient varieties by $\alpha_p$ and ones by the cyclic group of order $p$.
2020
Proceedings of FJV2017 Kagoshima: "Singularities in Kagoshima"
Singularities in Kagoshima
FABIO TONINI; TAKEHIKO YASUDA
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Utilizza questo identificatore per citare o creare un link a questa risorsa: https://hdl.handle.net/2158/1156902
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