A gross–kohnen–zagier type theorem for higher-codimensional heegner cycles

HIGHLIGHTS

• who: Shaul Zemel from the Einstein Institute of Mathematics, the Hebrew University of have published the Article: A Gross--Kohnen--Zagier Type Theorem for Higher-Codimensional Heegner Cycles, in the Journal: (JOURNAL) of 22/04/2015
• what: Using the first formula in Lemma 1.9, the authors evaluate the integral of dz2 u2227 dz2 instead. The authors evaluate the theta lifts of certain almost weakly holomorphic modular forms, which will give the main tool for the arithmetic application later . The integral over the cycle in the fiber over u221e probably gives some period of g . . .
  

   

  

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