2-Adic Arithmetic-Geometric Mean and Elliptic Curves
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概要
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We prove that the ratio of the sequences of the arithmetic geometric mean over a finite extension of {\\mathbb Q}2 is periodically convergent, and that the limit is related to the canonical lift of an elliptic curve defined over a finite field of characteristic two.
著者
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MIYASAKA Yuken
Mathematical Institute, Tohoku University
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Kinjo Kensaku
Mathematical Institute, Tohoku University
関連論文
- 2-Adic Arithmetic-Geometric Mean and Elliptic Curves
- 2-Adic Arithmetic-Geometric Mean and Elliptic Curves