Derivatives of Eisenstein series and Faltings heights Stephen S. Kudla, Michael Rapoport and Tonghai Yang Abstract We prove a relation between a generating series for the heights of Heegner cycles on the arithmetic surfa - Michael Rapoport - Document - PDFSEARCH.IO

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	Derivatives of Eisenstein series and Faltings heights Stephen S. Kudla, Michael Rapoport and Tonghai Yang Abstract We prove a relation between a generating series for the heights of Heegner cycles on the arithmetic surfa Add to Reading List Document Date: 2007-09-12 16:05:04 Open Document File Size: 1,04 MB Share Result on Facebook Company Special / Whittaker / / Facility University of Maryland / University of Cologne / / IndustryTerm nondegenerate inner product / / NaturalFeature Heegner / Faltings heights / / Organization University of Maryland / National Science Foundation / Max-Planck Society / University of Cologne / Mathematische Institut / V (Af ) / / Person Michael Rapoport / Tonghai Yang / Stephen S. Kudla / Az / Alexander von Humboldt Stiftung / / Position author / rst author / second author / ber Mp / / Product Canon GL2 Camcorder / / ProvinceOrState Maryland / / SocialTag Special functions Moduli theory Modular form Orbifold Symbol Mathematical analysis Analytic number theory Mathematics

Derivatives of Eisenstein series and Faltings heights Stephen S. Kudla, Michael Rapoport and Tonghai Yang Abstract We prove a relation between a generating series for the heights of Heegner cycles on the arithmetic surfaAdd to Reading List