Newspace data - 24.22.a

Formats: - HTML - YAML - JSON - 2023-05-31T18:38:28.304303

• mf_newspaces •

  Column	Type
  AL_dims	jsonb
  Nk2	integer
  a4_dim	integer
  a5_dim	integer
  analytic_conductor	double precision
  char_conductor	integer
  char_degree	integer
  char_is_real	boolean
  char_orbit_index	smallint
  char_orbit_label	text
  char_order	integer
  char_parity	smallint
  char_values	jsonb
  conrey_indexes	integer[]
  cusp_dim	integer
  dihedral_dim	integer
  dim	integer
  eis_dim	integer
  eis_new_dim	integer
  hecke_cutter_primes	integer[]
  hecke_orbit_code	bigint
  hecke_orbit_dims	integer[]
  label	text
  level	integer
  level_is_prime	boolean
  level_is_prime_power	boolean
  level_is_square	boolean
  level_is_squarefree	boolean
  level_primes	integer[]
  level_radical	integer
  mf_dim	integer
  mf_new_dim	integer
  num_forms	smallint
  plus_dim	integer
  prim_orbit_index	smallint
  relative_dim	integer
  s4_dim	integer
  sturm_bound	integer
  trace_bound	integer
  trace_display	numeric[]
  traces	numeric[]
  weight	smallint
  weight_parity	smallint

  
  {'AL_dims': [[[[2, -1], [3, -1]], 2, 1], [[[2, 1], [3, -1]], 3, 1], [[[2, -1], [3, 1]], 3, 1], [[[2, 1], [3, 1]], 3, 1]], 'Nk2': 11616, 'analytic_conductor': 67.07456262889491, 'char_conductor': 1, 'char_degree': 1, 'char_is_real': True, 'char_orbit_index': 1, 'char_orbit_label': 'a', 'char_order': 1, 'char_parity': 1, 'char_values': [24, 1, [7, 13, 17], [1, 1, 1]], 'conrey_indexes': [1], 'cusp_dim': 80, 'dim': 11, 'eis_dim': 8, 'eis_new_dim': 0, 'hecke_cutter_primes': [5], 'hecke_orbit_code': 369098776, 'hecke_orbit_dims': [2, 3, 3, 3], 'label': '24.22.a', 'level': 24, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 3], 'level_radical': 6, 'mf_dim': 88, 'mf_new_dim': 11, 'num_forms': 4, 'plus_dim': 5, 'prim_orbit_index': 1, 'relative_dim': 11, 'sturm_bound': 88, 'trace_bound': 5, 'trace_display': [0, -59049, 24476018, -740760072], 'traces': [11, 0, -59049, 0, 24476018, 0, -740760072, 0, 38354628411, 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• mf_subspaces •

  Column	Type
  char_orbit_index	smallint
  char_orbit_label	text
  conrey_indexes	integer[]
  label	text
  level	integer
  sub_char_orbit_index	smallint
  sub_char_orbit_label	text
  sub_conrey_indexes	integer[]
  sub_dim	integer
  sub_label	text
  sub_level	integer
  sub_mult	integer
  weight	smallint

  
  
  • id: 106219
    {'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_indexes': [1], 'label': '24.22.a', 'level': 24, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_indexes': [1], 'sub_dim': 1, 'sub_label': '1.22.a', 'sub_level': 1, 'sub_mult': 8, 'weight': 22}
  • id: 106220
    {'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_indexes': [1], 'label': '24.22.a', 'level': 24, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_indexes': [1], 'sub_dim': 2, 'sub_label': '2.22.a', 'sub_level': 2, 'sub_mult': 6, 'weight': 22}
  • id: 106221
    {'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_indexes': [1], 'label': '24.22.a', 'level': 24, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_indexes': [1], 'sub_dim': 4, 'sub_label': '3.22.a', 'sub_level': 3, 'sub_mult': 4, 'weight': 22}
  • id: 106222
    {'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_indexes': [1], 'label': '24.22.a', 'level': 24, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_indexes': [1], 'sub_dim': 2, 'sub_label': '4.22.a', 'sub_level': 4, 'sub_mult': 4, 'weight': 22}
  • id: 106223
    {'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_indexes': [1], 'label': '24.22.a', 'level': 24, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_indexes': [1], 'sub_dim': 3, 'sub_label': '6.22.a', 'sub_level': 6, 'sub_mult': 3, 'weight': 22}
  • id: 106224
    {'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_indexes': [1], 'label': '24.22.a', 'level': 24, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_indexes': [1], 'sub_dim': 5, 'sub_label': '8.22.a', 'sub_level': 8, 'sub_mult': 2, 'weight': 22}
  • id: 106217
    {'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_indexes': [1], 'label': '24.22.a', 'level': 24, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_indexes': [1], 'sub_dim': 3, 'sub_label': '12.22.a', 'sub_level': 12, 'sub_mult': 2, 'weight': 22}
  • id: 106218
    {'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_indexes': [1], 'label': '24.22.a', 'level': 24, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_indexes': [1], 'sub_dim': 11, 'sub_label': '24.22.a', 'sub_level': 24, 'sub_mult': 1, 'weight': 22}
• mf_newspace_portraits •

  Column	Type
  char_orbit_index	smallint
  label	text
  level	integer
  portrait	text
  weight	smallint

  
  {'char_orbit_index': 1, 'label': '24.22.a', 'level': 24, 'portrait': 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', 'weight': 22}
• mf_hecke_newspace_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 15489000
    {'hecke_orbit_code': 369098776, 'n': 1, 'trace_an': 11}
  • id: 15489001
    {'hecke_orbit_code': 369098776, 'n': 2, 'trace_an': 0}
  • id: 15489002
    {'hecke_orbit_code': 369098776, 'n': 3, 'trace_an': -59049}
  • id: 15489003
    {'hecke_orbit_code': 369098776, 'n': 4, 'trace_an': 0}
  • id: 15489004
    {'hecke_orbit_code': 369098776, 'n': 5, 'trace_an': 24476018}
  • id: 15489005
    {'hecke_orbit_code': 369098776, 'n': 6, 'trace_an': 0}
  • id: 15489006
    {'hecke_orbit_code': 369098776, 'n': 7, 'trace_an': -740760072}
  • id: 15489007
    {'hecke_orbit_code': 369098776, 'n': 8, 'trace_an': 0}
  • id: 15489008
    {'hecke_orbit_code': 369098776, 'n': 9, 'trace_an': 38354628411}
  • id: 15489009
    {'hecke_orbit_code': 369098776, 'n': 10, 'trace_an': 0}
  • id: 15489010
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  • id: 15489971
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  • id: 15489973
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  • id: 15489979
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  • id: 15489980
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  • id: 15489981
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  • id: 15489982
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  • id: 15489983
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  • id: 15489985
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  • id: 15489988
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  • id: 15489989
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  • id: 15489990
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  • id: 15489991
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  • id: 15489992
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  • id: 15489993
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  • id: 15489994
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  • id: 15489996
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  • id: 15489997
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  • id: 15489998
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  • id: 15489999
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