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Atkin–Swinnerton-Dyer conjecture for $\Gamma_{8^3.6.3.1^3}$
Let $h_1,h_2$ be the indicated basis of $S_3(\Gamma_{8^3.6.3.1^3})$ , let $f$ be the congruence form given earlier in the source, and let $\chi$ be a certain Hecke character. For pr…
Conjectureopenatkin-swinnerton-dyer-congruences modular-forms noncongruence-subgroupsarXiv posted 2 days ago

Atkin–Swinnerton-Dyer conjecture for Γ83.6.3.13\Gamma_{8^3.6.3.1^3}Γ83.6.3.13​