Abstract
We discuss the relation between crystalline Dieudonné theory and Dieudonné displays of -divisible groups. The theory of Dieudonné displays is extended to the prime 2 without restriction, which implies that the classification of finite locally free group schemes by Breuil–Kisin modules holds for the prime 2 as well.
Citation
Eike Lau. "Relations between Dieudonné displays and crystalline Dieudonné theory." Algebra Number Theory 8 (9) 2201 - 2262, 2014. https://doi.org/10.2140/ant.2014.8.2201
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