Crepant resolutions of quotients by finite linearly reductive group schemes in any characteristic have Euler number equal to the number of irreducible representations of the group.
A cohomological interpretation for stringy Hodge numbers.arXiv e-prints, page arXiv:2602.19344, February
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McKay correspondence for linearly reductive finite group schemes in positive characteristic
Crepant resolutions of quotients by finite linearly reductive group schemes in any characteristic have Euler number equal to the number of irreducible representations of the group.