Journal of the Ramanujan Mathematical Society

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Integral Models in Unramified Mixed Characteristic (0, 2) of Hermitian Orthogonal Shimura Varieties of PEL Type, Part I


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1 Department of Mathematical Sciences, Binghamton University, Binghamton, P. O. Box 6000, New York 13902-6000, United States
     

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Let (G,χ) be a Shimura variety of PEL type such that GQ2 is a split GSO2n group with n ≥ 2. We prove the existence of the integral canonical models of Sh(G,χ)/H2 in unramified mixed characteristic (0, 2), where H2 is a hyperspecial subgroup of G(Q2).
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  • Integral Models in Unramified Mixed Characteristic (0, 2) of Hermitian Orthogonal Shimura Varieties of PEL Type, Part I

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Authors

Adrian Vasiu
Department of Mathematical Sciences, Binghamton University, Binghamton, P. O. Box 6000, New York 13902-6000, United States

Abstract


Let (G,χ) be a Shimura variety of PEL type such that GQ2 is a split GSO2n group with n ≥ 2. We prove the existence of the integral canonical models of Sh(G,χ)/H2 in unramified mixed characteristic (0, 2), where H2 is a hyperspecial subgroup of G(Q2).