Moduli of Abelian Schemes and Serre's Tensor Construction
In this thesis we study moduli stacks \calM_\Phi^n, indexed by an integer n>0 and a CM-type (K,\Phi), which parametrize abelian schemes equipped with action by \OK and an \OK-linear principal polarization, such that the representation of \OK on the relative Lie algebra of the abelian scheme consi...
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| Language: | en_ca |
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2013
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| Online Access: | http://hdl.handle.net/1807/43525 |