数論幾何学セミナー: Heegner points and iterated p-adic integrals

開催日時
2013年   6月 26日 10時 00分 ~ 2013年   6月 27日 16時 00分
場所
北海道大学理学部3号館413
講演者
Alan Lauder (University of Oxford, United Kingdom, 九大)
 
"I will describe a new p-adic formula relating a certain type of iterated p-adic integral to the logarithm of a Heegner point on an elliptic curve. This formula can be proved when the prime p splits in the imaginary quadratic field over which the Heegner point is defined. Moreover, the formula stills makes sense when the prime is inert and
numerical computations suggest that it remains true. This is joint work with Henri Darmon and Victor Rotger."

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