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Modular forms of negative weight (more on the reciprocal of the Dedekind eta function,and a statement of the Rademacher-Zuckerman formula for Fourier coefficients)

Presenter
June 24, 2008
SLMath
Keywords:
  • mathematical physics
  • general relativity
  • compactifications of dimensions
  • string theory
  • Kaluza-Klein theory
  • Dedekind eta function
  • modular forms
  • toroidal compactification
  • Euler product
MSC:
  • 81T40
  • 81Txx
  • 81-xx
  • 83Cxx
  • 83C05
  • 83Exx
  • 83E15
  • 83E30
  • 83E50
  • 83-xx
  • 11F20
  • 11F12
  • 11F11
  • 11F30
  • 11Fxx
  • 11-xx
Modular forms of negative weight (more on the reciprocal of the Dedekind eta function,and a statement of the Rademacher-Zuckerman formula for Fourier coefficients) Thumbnail
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Abstract