Theta series and modular forms of level $p^2M$

Arnold Pizer

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In this paper we construct $p$ -adic measures related to the values of convolutions of Hilbert modular forms of integral and half-integral weight at the negative critical points under the assumption that the underlying totally real number field $F$ has class number $h_{F} = 1$ . This extends the result of Panchishkin [Lecture Notes in Math., 1471, Springer Verlag, 1991 ] who treated the case that both modular forms are of integral weight. In order to define the measures, we need to introduce the twist...

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Displaying similar documents to “Theta series and modular forms of level p 2 M ”

Displaying similar documents to “Theta series and modular forms of level $p^{2} M$ ”