Some congruence property of modular forms.
A Note on the Siegel-Eisenstein series of weight 2 on Sp2 (Z).
On Hilbert modular forms modulo p: explicit ring structure.
H. P. F. Swinnerton-Dyer determined the structure of the ring of modular forms modulo p in the elliptic modular case. In this paper, the structure of the ring of Hilbert modular forms modulo p is studied. In the case where the discriminant of corresponding quadratic field is 8 (or 5), the explicit structure is determined.
On a correspondence between p-adic Siegel-Eisenstein series and genus theta series
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