By a lattice in the complex plane C we shall mean a subgroup which is free of dimension 2 over Z, and which generates C over the reals. If ω1, ω2 is a basis of a lattice L over Z, then we also write L = [ω1, ω2].
KeywordsElliptic Curve Elliptic Curf Isomorphism Class Elliptic Function Algebraic Integer
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