Mod p modular forms and simple congruences
Author:
Publisher
Springer Science and Business Media LLC
Subject
Algebra and Number Theory
Link
https://link.springer.com/content/pdf/10.1007/s11139-021-00413-y.pdf
Reference9 articles.
1. Ahlgren, S., Boylan, M.: Arithmetic properties of the partition function. Invent. Math. 153, 487–502 (2003)
2. Berndt, B.C., Yee, A.J.: Congruences for the coefficients of quotients of Eisenstein series. Acta Arith. 104, 297–308 (2002)
3. Dewar, M.: On the non-existence of simple congruences for quotients of Eisenstein series. Acta Arith. 145, 33–41 (2010)
4. Gross, B.H.: A tameness criterion for Galois representations associated to modular forms $${\rm mod}\,p$$. Duke Math. J. 61, 445–517 (1990)
5. Katz, N.: Higher congruences between modular forms. Ann. Math. (2) 101, 332–367 (1975)
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