Newform data - 90.11.k.b

Formats: - HTML - YAML - JSON - 2026-07-11T02:32:08.314260

• mf_newforms •

  Column	Type
  Nk2	integer
  analytic_conductor	double precision
  analytic_rank	smallint
  analytic_rank_proved	boolean
  artin_degree	integer
  artin_field	numeric[]
  artin_field_label	text
  artin_image	text
  atkin_lehner_eigenvals	integer[]
  atkin_lehner_string	text
  char_conductor	integer
  char_degree	integer
  char_is_minimal	boolean
  char_is_real	boolean
  char_orbit_index	smallint
  char_orbit_label	text
  char_order	integer
  char_parity	smallint
  char_values	jsonb
  cm_discs	integer[]
  conrey_index	integer
  dim	integer
  embedded_related_objects	text[]
  field_disc	numeric
  field_disc_factorization	numeric[]
  field_poly	numeric[]
  field_poly_is_cyclotomic	boolean
  field_poly_is_real_cyclotomic	boolean
  field_poly_root_of_unity	integer
  fricke_eigenval	smallint
  has_non_self_twist	smallint
  hecke_cutters	jsonb
  hecke_orbit	integer
  hecke_orbit_code	bigint
  hecke_ring_generator_nbound	integer
  hecke_ring_index	numeric
  hecke_ring_index_factorization	numeric[]
  hecke_ring_index_proved	boolean
  inner_twist_count	integer
  inner_twists	integer[]
  is_cm	boolean
  is_largest	boolean
  is_maximal	boolean
  is_polredabs	boolean
  is_rm	boolean
  is_self_dual	boolean
  is_self_twist	boolean
  is_twist_minimal	boolean
  label	text
  level	integer
  level_is_powerful	boolean
  level_is_prime	boolean
  level_is_prime_power	boolean
  level_is_prime_square	boolean
  level_is_square	boolean
  level_is_squarefree	boolean
  level_primes	integer[]
  level_radical	integer
  minimal_twist	text
  nf_label	text
  prim_orbit_index	smallint
  projective_field	numeric[]
  projective_field_label	text
  projective_image	text
  projective_image_type	text
  qexp_display	text
  related_objects	text[]
  relative_dim	integer
  rm_discs	integer[]
  sato_tate_group	text
  self_twist_discs	integer[]
  self_twist_type	smallint
  space_label	text
  trace_display	numeric[]
  trace_hash	bigint
  trace_moments	numeric[]
  trace_zratio	numeric
  traces	numeric[]
  weight	smallint
  weight_parity	smallint

  
  {'Nk2': 10890, 'analytic_conductor': 57.18215274063517, 'analytic_rank': 0, 'analytic_rank_proved': True, 'char_conductor': 45, 'char_degree': 4, 'char_is_minimal': True, 'char_is_real': False, 'char_orbit_index': 11, 'char_orbit_label': 'k', 'char_order': 12, 'char_parity': -1, 'char_values': [90, 12, [11, 37], [8, 3]], 'cm_discs': [], 'conrey_index': 7, 'dim': 120, 'has_non_self_twist': 1, 'hecke_orbit': 2, 'hecke_orbit_code': 4504287006687322, 'inner_twist_count': 4, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1], [1, 1, 5, 3, -1, 4, 0], [1, 1, 9, 3, 1, 3, 0], [1, 1, 45, 11, -1, 12, 0]], 'is_cm': False, 'is_largest': False, 'is_maximal': False, 'is_rm': False, 'is_self_dual': False, 'is_self_twist': False, 'is_twist_minimal': True, 'label': '90.11.k.b', 'level': 90, 'level_is_powerful': False, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_prime_square': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 3, 5], 'level_radical': 30, 'minimal_twist': '90.11.k.b', 'prim_orbit_index': 11, 'related_objects': [], 'relative_dim': 30, 'rm_discs': [], 'sato_tate_group': '10.2.3.c12', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '90.11.k', 'trace_display': [960, -128, 0, 1830], 'traces': [120, 960, -128, 0, 0, -8192, 1830, 983040, 0, 105792, 217740, -65536, 0, 0, -3385658, 15728640, 2438244, 2534464, 0, 1692672, -25692152, -3483840, -2990490, 0, 28243338, 0, 26573446, 1873920, 0, 46789632, 46455912, -251658240, 36829162, 0, -212236320, -149977088, 30827484, 82298304, 0, -27082752, -423446664, -407474560, -341334540, 0, 1490111978, -191391360, 206010576, -67108864, 0, -527994528, 854797556, 0, 859719504, 0, -2699384472, 29982720, -1347150410, 204538176, 0, -1186082816, -761707512, 1486589184, 695027272, 0, -892578456, -3970146560, 1722269268, 624190464, 0, -1839509664, 3918492072, -3697278976, 2819838960, 0, -5716430044, -2633545728, 1750238832, -2038465152, 0, 0, -6557031352, -13550293248, 16031029518, 0, 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• label 90.11.k.b does not appear in mf_hecke_nf
• mf_newspaces •

  Column	Type
  ALdims	integer[]
  ALdims_eis_new	integer[]
  ALdims_eis_old	integer[]
  ALdims_old	integer[]
  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_index	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_powerful	boolean
  level_is_prime	boolean
  level_is_prime_power	boolean
  level_is_prime_square	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

  
  {'Nk2': 10890, 'analytic_conductor': 57.18215274063517, 'char_conductor': 45, 'char_degree': 4, 'char_is_real': False, 'char_orbit_index': 11, 'char_orbit_label': 'k', 'char_order': 12, 'char_parity': -1, 'char_values': [90, 12, [11, 37], [8, 3]], 'conrey_index': 7, 'cusp_dim': 704, 'dim': 240, 'eis_dim': 32, 'eis_new_dim': 0, 'hecke_orbit_code': 687379316826, 'hecke_orbit_dims': [120, 120], 'label': '90.11.k', 'level': 90, 'level_is_powerful': False, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_prime_square': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 3, 5], 'level_radical': 30, 'mf_dim': 736, 'mf_new_dim': 240, 'num_forms': 2, 'prim_orbit_index': 11, 'relative_dim': 60, 'sturm_bound': 198, 'trace_bound': 2, 'trace_display': [0, 124, 0, 0], 'traces': [240, 0, 124, 0, 0, -24320, 0, 0, 0, 0, 435480, 63488, 0, 0, -2974916, 31457280, 4876488, 3962368, 0, 3385344, -17119760, 0, 5485080, 0, 19842612, 0, 92290852, 0, 0, 64233984, 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'weight': 11, 'weight_parity': -1}
• mf_twists_nf •

  Column	Type
  conductor	integer
  degree	integer
  multiplicity	smallint
  order	integer
  parity	smallint
  self_twist_disc	integer
  source_char_orbit	smallint
  source_dim	integer
  source_hecke_orbit	integer
  source_is_minimal	boolean
  source_label	text
  source_level	integer
  target_char_orbit	smallint
  target_dim	integer
  target_hecke_orbit	integer
  target_is_minimal	boolean
  target_label	text
  target_level	integer
  twist_class_label	text
  twist_class_level	integer
  twisting_char_label	text
  twisting_char_orbit	smallint
  weight	smallint

  
  
  • id: 79362
    {'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 11, 'source_dim': 120, 'source_hecke_orbit': 2, 'source_is_minimal': True, 'source_label': '90.11.k.b', 'source_level': 90, 'target_char_orbit': 11, 'target_dim': 120, 'target_hecke_orbit': 2, 'target_is_minimal': True, 'target_label': '90.11.k.b', 'target_level': 90, 'twist_class_label': '90.11.k.b', 'twist_class_level': 90, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 11}
  • id: 79363
    {'conductor': 5, 'degree': 2, 'multiplicity': 1, 'order': 4, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 11, 'source_dim': 120, 'source_hecke_orbit': 2, 'source_is_minimal': True, 'source_label': '90.11.k.b', 'source_level': 90, 'target_char_orbit': 11, 'target_dim': 120, 'target_hecke_orbit': 2, 'target_is_minimal': True, 'target_label': '90.11.k.b', 'target_level': 90, 'twist_class_label': '90.11.k.b', 'twist_class_level': 90, 'twisting_char_label': '5.c', 'twisting_char_orbit': 3, 'weight': 11}
  • id: 79364
    {'conductor': 9, 'degree': 2, 'multiplicity': 1, 'order': 3, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 11, 'source_dim': 120, 'source_hecke_orbit': 2, 'source_is_minimal': True, 'source_label': '90.11.k.b', 'source_level': 90, 'target_char_orbit': 11, 'target_dim': 120, 'target_hecke_orbit': 2, 'target_is_minimal': True, 'target_label': '90.11.k.b', 'target_level': 90, 'twist_class_label': '90.11.k.b', 'twist_class_level': 90, 'twisting_char_label': '9.c', 'twisting_char_orbit': 3, 'weight': 11}
  • id: 79365
    {'conductor': 45, 'degree': 4, 'multiplicity': 1, 'order': 12, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 11, 'source_dim': 120, 'source_hecke_orbit': 2, 'source_is_minimal': True, 'source_label': '90.11.k.b', 'source_level': 90, 'target_char_orbit': 11, 'target_dim': 120, 'target_hecke_orbit': 2, 'target_is_minimal': True, 'target_label': '90.11.k.b', 'target_level': 90, 'twist_class_label': '90.11.k.b', 'twist_class_level': 90, 'twisting_char_label': '45.k', 'twisting_char_orbit': 11, 'weight': 11}
• hecke_orbit_code 4504287006687322 does not appear in mf_hecke_charpolys
• mf_newform_portraits •

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

  
  {'char_orbit_index': 11, 'hecke_orbit': 2, 'label': '90.11.k.b', 'level': 90, 'portrait': 'data:image/png;base64,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', 'weight': 11}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 23773129
    {'hecke_orbit_code': 4504287006687322, 'n': 1, 'trace_an': 120}
  • id: 23773130
    {'hecke_orbit_code': 4504287006687322, 'n': 2, 'trace_an': 960}
  • id: 23773131
    {'hecke_orbit_code': 4504287006687322, 'n': 3, 'trace_an': -128}
  • id: 23773132
    {'hecke_orbit_code': 4504287006687322, 'n': 4, 'trace_an': 0}
  • id: 23773133
    {'hecke_orbit_code': 4504287006687322, 'n': 5, 'trace_an': 0}
  • id: 23773134
    {'hecke_orbit_code': 4504287006687322, 'n': 6, 'trace_an': -8192}
  • id: 23773135
    {'hecke_orbit_code': 4504287006687322, 'n': 7, 'trace_an': 1830}
  • id: 23773136
    {'hecke_orbit_code': 4504287006687322, 'n': 8, 'trace_an': 983040}
  • id: 23773137
    {'hecke_orbit_code': 4504287006687322, 'n': 9, 'trace_an': 0}
  • id: 23773138
    {'hecke_orbit_code': 4504287006687322, 'n': 10, 'trace_an': 105792}
  • id: 23773139
    {'hecke_orbit_code': 4504287006687322, 'n': 11, 'trace_an': 217740}
  • id: 23773140
    {'hecke_orbit_code': 4504287006687322, 'n': 12, 'trace_an': -65536}
  • id: 23773141
    {'hecke_orbit_code': 4504287006687322, 'n': 13, 'trace_an': 0}
  • id: 23773142
    {'hecke_orbit_code': 4504287006687322, 'n': 14, 'trace_an': 0}
  • id: 23773143
    {'hecke_orbit_code': 4504287006687322, 'n': 15, 'trace_an': -3385658}
  • id: 23773144
    {'hecke_orbit_code': 4504287006687322, 'n': 16, 'trace_an': 15728640}
  • id: 23773145
    {'hecke_orbit_code': 4504287006687322, 'n': 17, 'trace_an': 2438244}
  • id: 23773146
    {'hecke_orbit_code': 4504287006687322, 'n': 18, 'trace_an': 2534464}
  • id: 23773147
    {'hecke_orbit_code': 4504287006687322, 'n': 19, 'trace_an': 0}
  • id: 23773148
    {'hecke_orbit_code': 4504287006687322, 'n': 20, 'trace_an': 1692672}
  • id: 23773149
    {'hecke_orbit_code': 4504287006687322, 'n': 21, 'trace_an': -25692152}
  • id: 23773150
    {'hecke_orbit_code': 4504287006687322, 'n': 22, 'trace_an': -3483840}
  • id: 23773151
    {'hecke_orbit_code': 4504287006687322, 'n': 23, 'trace_an': -2990490}
  • id: 23773152
    {'hecke_orbit_code': 4504287006687322, 'n': 24, 'trace_an': 0}
  • id: 23773153
    {'hecke_orbit_code': 4504287006687322, 'n': 25, 'trace_an': 28243338}
  • id: 23773154
    {'hecke_orbit_code': 4504287006687322, 'n': 26, 'trace_an': 0}
  • id: 23773155
    {'hecke_orbit_code': 4504287006687322, 'n': 27, 'trace_an': 26573446}
  • id: 23773156
    {'hecke_orbit_code': 4504287006687322, 'n': 28, 'trace_an': 1873920}
  • id: 23773157
    {'hecke_orbit_code': 4504287006687322, 'n': 29, 'trace_an': 0}
  • id: 23773158
    {'hecke_orbit_code': 4504287006687322, 'n': 30, 'trace_an': 46789632}
  • id: 23773159
    {'hecke_orbit_code': 4504287006687322, 'n': 31, 'trace_an': 46455912}
  • id: 23773160
    {'hecke_orbit_code': 4504287006687322, 'n': 32, 'trace_an': -251658240}
  • id: 23773161
    {'hecke_orbit_code': 4504287006687322, 'n': 33, 'trace_an': 36829162}
  • id: 23773162
    {'hecke_orbit_code': 4504287006687322, 'n': 34, 'trace_an': 0}
  • id: 23773163
    {'hecke_orbit_code': 4504287006687322, 'n': 35, 'trace_an': -212236320}
  • id: 23773164
    {'hecke_orbit_code': 4504287006687322, 'n': 36, 'trace_an': -149977088}
  • id: 23773165
    {'hecke_orbit_code': 4504287006687322, 'n': 37, 'trace_an': 30827484}
  • id: 23773166
    {'hecke_orbit_code': 4504287006687322, 'n': 38, 'trace_an': 82298304}
  • id: 23773167
    {'hecke_orbit_code': 4504287006687322, 'n': 39, 'trace_an': 0}
  • id: 23773168
    {'hecke_orbit_code': 4504287006687322, 'n': 40, 'trace_an': -27082752}
  • id: 23773169
    {'hecke_orbit_code': 4504287006687322, 'n': 41, 'trace_an': -423446664}
  • id: 23773170
    {'hecke_orbit_code': 4504287006687322, 'n': 42, 'trace_an': -407474560}
  • id: 23773171
    {'hecke_orbit_code': 4504287006687322, 'n': 43, 'trace_an': -341334540}
  • id: 23773172
    {'hecke_orbit_code': 4504287006687322, 'n': 44, 'trace_an': 0}
  • id: 23773173
    {'hecke_orbit_code': 4504287006687322, 'n': 45, 'trace_an': 1490111978}
  • id: 23773174
    {'hecke_orbit_code': 4504287006687322, 'n': 46, 'trace_an': -191391360}
  • id: 23773175
    {'hecke_orbit_code': 4504287006687322, 'n': 47, 'trace_an': 206010576}
  • id: 23773176
    {'hecke_orbit_code': 4504287006687322, 'n': 48, 'trace_an': -67108864}
  • id: 23773177
    {'hecke_orbit_code': 4504287006687322, 'n': 49, 'trace_an': 0}
  • id: 23773178
    {'hecke_orbit_code': 4504287006687322, 'n': 50, 'trace_an': -527994528}
  • id: 23773179
    {'hecke_orbit_code': 4504287006687322, 'n': 51, 'trace_an': 854797556}
  • id: 23773180
    {'hecke_orbit_code': 4504287006687322, 'n': 52, 'trace_an': 0}
  • id: 23773181
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  • id: 23773367
    {'hecke_orbit_code': 4504287006687322, 'n': 863, 'trace_an': -568490227749180}
  • id: 23773368
    {'hecke_orbit_code': 4504287006687322, 'n': 877, 'trace_an': 3235826578651176}
  • id: 23773369
    {'hecke_orbit_code': 4504287006687322, 'n': 881, 'trace_an': -1459995390974592}
  • id: 23773370
    {'hecke_orbit_code': 4504287006687322, 'n': 883, 'trace_an': 5163980104766700}
  • id: 23773371
    {'hecke_orbit_code': 4504287006687322, 'n': 887, 'trace_an': -3820936165861344}
  • id: 23773372
    {'hecke_orbit_code': 4504287006687322, 'n': 907, 'trace_an': 343316445372132}
  • id: 23773373
    {'hecke_orbit_code': 4504287006687322, 'n': 911, 'trace_an': 2745894848009340}
  • id: 23773374
    {'hecke_orbit_code': 4504287006687322, 'n': 919, 'trace_an': 0}
  • id: 23773375
    {'hecke_orbit_code': 4504287006687322, 'n': 929, 'trace_an': 0}
  • id: 23773376
    {'hecke_orbit_code': 4504287006687322, 'n': 937, 'trace_an': -11992556086306752}
  • id: 23773377
    {'hecke_orbit_code': 4504287006687322, 'n': 941, 'trace_an': 3774286889548824}
  • id: 23773378
    {'hecke_orbit_code': 4504287006687322, 'n': 947, 'trace_an': -2942603640429780}
  • id: 23773379
    {'hecke_orbit_code': 4504287006687322, 'n': 953, 'trace_an': 3535493095047684}
  • id: 23773380
    {'hecke_orbit_code': 4504287006687322, 'n': 961, 'trace_an': 5854524139135344}
  • id: 23773381
    {'hecke_orbit_code': 4504287006687322, 'n': 967, 'trace_an': 1017704413696962}
  • id: 23773382
    {'hecke_orbit_code': 4504287006687322, 'n': 971, 'trace_an': -1087970708300112}
  • id: 23773383
    {'hecke_orbit_code': 4504287006687322, 'n': 977, 'trace_an': -1800165570680916}
  • id: 23773384
    {'hecke_orbit_code': 4504287006687322, 'n': 983, 'trace_an': -1000836590089566}
  • id: 23773385
    {'hecke_orbit_code': 4504287006687322, 'n': 991, 'trace_an': -13558327888231560}
  • id: 23773386
    {'hecke_orbit_code': 4504287006687322, 'n': 997, 'trace_an': 663673578723558}