Singular moduli and the Arakelov intersection

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概要

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• The values of the modular j-function at imaginary quadratic arguments in the upper half plane are usually called singular moduli. In this paper, we use the Arakelov intersection to give the prime factorizations of a certain combination of singular moduli, coming from the Hecke correspondence. Such a result may be considered as a degenerate one of Gross and Zagier on Heegner points and derivatives of L-series, and is parellel to the result of Gross and Zagier on singular moduli.

• 東北大学の論文
• 1995-09-00

著者

• Weng Lin

  Department Of Mathematics National University Of Singapore

関連論文

• Singular moduli and the Arakelov intersection

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