We show that an elliptic modular form with integral Fourier coefficients in a number field *K*, for which all but finitely many coefficients are divisible by a prime ideal *\frak{p}* of *K*, is a constant modulo *\frak{p}*. A similar property also holds for Siegel modular forms. Moreover, we define the... Show more

May 13, 2013

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On mod $p$ singular modular forms

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