Integral periods of p-divisible groups over a general base

摘要

Faltings has proved a comparaison theorem with integral coefficients between the Tate module and the filtered Dieudonne module of a p-divisible groups over a p-adic complete discrete valuation ring. In this paper, we generalise his resultat over a more general base, namely over a Noetherian, normal, integral, p-adically complete, p-torsion free Z(p)-algebra.