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The arithmetic of non congruence modular forms pdf >> DOWNLOAD

The arithmetic of non congruence modular forms pdf >> READ ONLINE

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PDF | On Jan 1, 2005, Wen-Ching Winnie Li and others published Modular Forms For Noncongruence Subgroups | Find, read and cite all the research you need
Abstract: In this paper, we consider modular forms for finite index subgroups of the modular group whose Fourier coefficients are algebraic. It is well-known that
Dec 5, 2012 –
Aug 20, 2015 -2100 Copenhagen rustom@math.ku.dk 4.4.3 Congruences of level 1 and level p modular forms . . . . . . 57 phism classes of elliptic curves with ?0(N), due to the existence of non-trivial (2014), preprint, arxiv.org/pdf/1408.3249v1.pdf.
The Arithmetic of Noncongruence Modular Forms. Winnie Li. Pennsylvania State University, U.S.A. and. National Center for Theoretical Sciences, Taiwan. 1
Moreover, using the action of Hecke operators one can calculate congruence modular forms with relative ease. For a noncongruence subgroup it is possible to
In the sequel, we say an l-adic. Galois representation is “modular” when it arises from a congruence automorphic form. Modular forms for noncongruence
In this paper, we consider modular forms for finite index subgroups of the modular group whose Fourier coefficients are algebraic. It is well-known that the
§2 we recall the main arithmetic features of cuspidal newforms for congruence subgroups, which are to be contrasted in §3 with cusp forms for noncongruence.