Abstract
This article presents an algorithm to compute Hilbert modular forms on the quadratic field $\Q(\sqrt{5})$. It also provides a list of all modular abelian varieties defined over $\Q(\sqrt{5})$ with prime level of norm less than 100 (up to $\Q$-isogeny).
Citation
Lassina Dembélé. "Explicit Computations of Hilbert Modular Forms on $\Q(\sqrt{5})$." Experiment. Math. 14 (4) 457 - 466, 2005.
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