Abstract
We construct the minimal regular model of the Fermat curve of odd squarefree composite exponent over the th cyclotomic integers. As an application, we compute upper and lower bounds for the arithmetic self-intersection of the dualizing sheaf of this model.
Citation
Christian Curilla. J. Steffen Müller. "The minimal regular model of a Fermat curve of odd squarefree exponent and its dualizing sheaf." Kyoto J. Math. 60 (1) 219 - 268, April 2020. https://doi.org/10.1215/21562261-2018-0013
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