0-cycles on the elliptic modular surface of level 4

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概要

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• We prove a finiteness result on the torsion subgroup in the Chow group of zero cycles on the elliptic modular surface of level four. The main ingredient is Shiodas interpretation of this surface as the Kummer surface associated to the self-product of a certain elliptic curve. On the way we extend the main finiteness theorem on torsion zero cycles on the self-product of a modular elliptic curve to the case where the elliptic curve has complex multiplication and its conductor is a power of a prime.

• 東北大学の論文

著者

• Langer Andreas

  Mathematisches Institut Universitat Munster

関連論文

• 0-cycles on the elliptic modular surface of level 4

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