STEPHEN KUDLA, University of Toronto, Toronto, Ontario Modular forms and cycles on ball quotients This lecture will give an overview of some relations between modular forms, especially their Fourier coefficients, and the - Fourier number - Document - PDFSEARCH.IO

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	STEPHEN KUDLA, University of Toronto, Toronto, Ontario Modular forms and cycles on ball quotients This lecture will give an overview of some relations between modular forms, especially their Fourier coefficients, and the Add to Reading List Document Date: 2009-06-16 13:50:45 Open Document File Size: 32,50 KB Share Result on Facebook Facility University of Toronto / / Organization University of Toronto / Toronto / / Person Michael Rapoport / STEPHEN KUDLA / John Millson / / SocialTag Analytic number theory Modular forms Moduli theory Algebraic geometry Algebraic cycle Mathematical analysis Abstract algebra Geometry

STEPHEN KUDLA, University of Toronto, Toronto, Ontario Modular forms and cycles on ball quotients This lecture will give an overview of some relations between modular forms, especially their Fourier coefficients, and theAdd to Reading List