Basic properties
Space: | $M_2\left(K(p)\right)$ |
Type: | cusp form, conjecturally non Gritsenko lift |
Weight: | 2 |
Hecke eigenform: | yes |
Integral Fourier coefficients: | unknown |
Coefficient field
Field: | \(\Q\) |
Degree: | 1 |
Field generator: | $a$ |
Selected eigenvalues $\lambda(l)$ of $T(l)$
Selected Fourier coefficients $c(F)$
\(\det(F)\) | \(F\) | $c(F)$ |
495 |
(534506, 5471, 14) | $8$ |
(13233992, 57289, 62) | $8$ |
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$\lambda(l)$ and $c(F)$ to display or specify a modulus $\mathfrak{m}$ to reduce them by
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