Hilbert Modular Forms - Andreatta, F.; Goren, E. Z.
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Studies Hilbert modular forms in characteristic $p$ and over $p$-adic rings. This title describes the kernel and image of the $q$-expansion map and prove the existence of filtration for Hilbert modular forms; define operators $U$, $V$ and $\Theta_\chi$; and study the variation of the filtration under these operators.

Produktbeschreibung
Studies Hilbert modular forms in characteristic $p$ and over $p$-adic rings. This title describes the kernel and image of the $q$-expansion map and prove the existence of filtration for Hilbert modular forms; define operators $U$, $V$ and $\Theta_\chi$; and study the variation of the filtration under these operators.