Explicit Methods for Hilbert Modular Forms
The study of modular forms remains a dominant theme in modern number theory, a consequence of their intrinsic appeal as well as their applications to a wide variety of mathematical problems. This subject has seen dramatic progress during the past half-century in an environment where both abstract theory and explicit computation have developed in parallel. Experiments will remain an essential tool in the years ahead, especially as we turn from classical contexts to less familiar terrain.
KeywordsModular Form Elliptic Curve Abelian Variety Cusp Form Explicit Method
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