Local constancy of pro‐unipotent Kummer maps
Local constancy of pro‐unipotent Kummer maps
Abstract It is a theorem of Kim–Tamagawa that the ‐pro‐unipotent Kummer map associated to a smooth projective curve over a finite extension of is locally constant when . This paper establishes two generalisations of this result. First, we extend the Kim–Tamagawa theorem to the case that is a smooth variety …