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MFD Space of Modular Forms

Full modular forms space of level 27, weight 2, and trivial character

DETAILS

  Dimensions
  Dimension
  6
  Cuspidal Subspace
  1
  Eisenstein Subspace
  5
  New Cuspidal Subspace
  1
  New Eisenstein Subspace
  0

  Data
  Cusps for Gamma0(N)
  [oo, 0, 2/9, 1/3, 4/9, 2/3]
  Discriminant of Hecke Algebra
  1
  Elliptic Curves Complete
  1
  Factored Level
  [<3,3>]
  Order of Character
  1
  Subgroup of J0(N) Generated by Cusps
  [3, 3]
  Subgroup of J0(N) Generated by Cusps (half of group, up to power of 2)
  [3]

  Associated Abelian Varieties
  Isogeny class of abelian varieties    (optimal quotient)
  q-Expansion of Newform (coefficients are Hecke eigenvalues)
  First n terms: n= 10 ***************************** 100
Download in MAGMA-readable format (right click)
  Trace(f) = sum Tr(an)*qn