Mappings to Abelian Varieties
Let X = V/L be a complex torus and let S be a smooth connected variety. Let s0 be a fixed point of S. Let f : S → V/L be an analytic mapping. Then we have the pull-back mapping of differentials f* : V* = Γ(X, Ω X ) → Γ(S, Ω S ).
KeywordsTangent Space Characteristic Polynomial Abelian Variety Division Algebra Algebraic Integer
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