Computing Hilbert modular forms over real quadratic fields

  • Lassina Dembele | Department of Mathematics and Statistics, University of Calgary

I will present an algorithm which computes Hilbert modular forms on real quadratic fields. The computations exploit the Jacquet-Langlands correspondence to switch to definite quaternions algebras and are intimately related to the computations of the class numbers of the latter. We will illustrate our discussion with several examples.

Speaker Details

I was born in the Ivory Coast and I am a Canadian resident. I graduated from McGill University in 2002 and I currently have a two years post-doc position at the University of Calgary.

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