A mod-$\ell$ Galois representation is a representation of the abolute Galois group $\Gal_K$ of a number field $K$ with values in the $\F_{\ell}$-points of an algebraic group.
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- Last edited by John Cremona on 2023-03-24 06:33:56
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- modlgal.absolutely_irreducible
- modlgal.codomain
- modlgal.conductor
- modlgal.dimension
- modlgal.frobenius_charpoly
- modlgal.frobenius_matrix
- modlgal.frobenius_order
- modlgal.frobenius_trace
- modlgal.generating_primes
- modlgal.image
- modlgal.image_index
- modlgal.image_order
- modlgal.label
- modlgal.ramified
- modlgal.solvable
- modlgal.splitting_field
- modlgal.surjective
- modlgal.top_slope
- lmfdb/modl_galois_representations/__init__.py (line 7)
- lmfdb/modl_galois_representations/main.py (line 91)
- lmfdb/modl_galois_representations/main.py (line 336)
- lmfdb/modl_galois_representations/main.py (line 343)
- lmfdb/modl_galois_representations/templates/modlgal_rep.html (line 6)