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math.AG2024
Fibrations by plane projective rational quartic curves in characteristic two
Cesar Hilario, Karl-Otto Stöhr
We give a complete classification, up to birational equivalence, of all fibrations by plane projective rational quartic curves in characteristic two.
math.AG2024
Turning non-smooth points into rational points
Cesar Hilario
In a recent paper, the author and Stöhr established a bound on the number of iterated Frobenius pullbacks needed to transform a non-smooth purely inseparable point on a regular geo…