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Are there Néron models for Abelian varieties over higher dimensional ($> 1$) base schemes$S$, let's say $S$ smooth, separated and of finite type over a field?
If not, under what additional conditions?
Are there Néron models for Abelian varieties over higher dimensional ($> 1$) base schemes?
Are there Néron models for Abelian varieties over higher dimensional ($> 1$) base schemes$S$, let's say $S$ smooth, separated and of finite type over a field?