Overconvergent unit-root F-isocrystals and isotriviality release_ubokrlakofbm3b2jn6cim3lkda

by Teruhisa Koshikawa

Released as a article .

2016  

Abstract

We show that a semisimple overconvergent "absolutely unit-root" F-isocrystal on a geometrically connected smooth variety over a finite field becomes constant over a finite covering.
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Date   2016-01-26
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arXiv  1511.02884v3
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