Embedded newform data - 17.16.b.a.16.16

Formats: - HTML - YAML - JSON - 2024-06-10T06:35:00.745928

• 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': 4352, 'analytic_conductor': 24.25789586698647, 'analytic_rank': 0, 'analytic_rank_proved': True, 'char_conductor': 17, 'char_degree': 1, 'char_is_minimal': True, 'char_is_real': True, 'char_orbit_index': 2, 'char_orbit_label': 'b', 'char_order': 2, 'char_parity': 1, 'char_values': [17, 2, [3], [1]], 'cm_discs': [], 'conrey_index': 16, 'dim': 22, 'has_non_self_twist': 1, 'hecke_cutters': [], 'hecke_orbit': 1, 'hecke_orbit_code': 68987912209, 'inner_twist_count': 2, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1], [1, 1, 17, 2, 1, 2, 0]], 'is_cm': False, 'is_largest': True, 'is_maximal': True, 'is_rm': False, 'is_self_dual': False, 'is_self_twist': False, 'is_twist_minimal': True, 'label': '17.16.b.a', 'level': 17, 'level_is_powerful': False, 'level_is_prime': True, 'level_is_prime_power': True, 'level_is_prime_square': False, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [17], 'level_radical': 17, 'minimal_twist': '17.16.b.a', 'prim_orbit_index': 2, 'related_objects': [], 'relative_dim': 22, 'rm_discs': [], 'sato_tate_group': '15.2.3.c2', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '17.16.b', 'trace_display': [-258, 0, 0, 0], 'traces': [22, -258, 0, 414386, 0, 0, 0, -12648450, -78109330, 0, 0, 0, 702506672, 0, -1787378376, 3524081474, -2245058454, 6803778314, 9958891784, 0, -4168893668, 0, 0, 0, -238696683970, -33467295588, 0, 0, 0, -62541989808, 0, -43445086338, 213283309748, 521524562854, -467785613304, -2300588654186, 0, 3162083165688, 0, 0, 0, -3011205093968, -2215728209008, 0, 0, 0, -7793870107128, 0, -1555224751482, 30118817411766, -21451923375880, 51163160044372, -6062965973460, 0, -11679154373592, 0, 0, 0, 22772194849344, -86295684546192, 0, 0, 0, -28567749560318, 0, 251781147903680, 153875904272808, -48849686100870, 60664072036996, -150925771647648, 0, -293782759569702, 0, 0, 0, -388479948338264, -622427249887884, 0, 0, 0, 983865215787034, 0, -1541046988482144, 1542636638603936, 94526232685248, 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• mf_hecke_cc •

  Column	Type
  an_normalized	double precision[]
  angles	double precision[]
  char_orbit_index	smallint
  conrey_index	integer
  dual_conrey_index	integer
  dual_embedding_index	integer
  dual_embedding_m	integer
  embedding_index	integer
  embedding_m	integer
  embedding_root_imag	double precision
  embedding_root_real	double precision
  hecke_orbit	integer
  hecke_orbit_code	bigint
  label	text
  level	integer
  weight	smallint

  
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'hecke_orbit': 1, 'hecke_orbit_code': 68987912209, 'label': '17.16.b.a.16.16', 'level': 17, 'weight': 16}
• mf_newspaces •

  Column	Type
  ALdims	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': 4352, 'analytic_conductor': 24.25789586698647, 'char_conductor': 17, 'char_degree': 1, 'char_is_real': True, 'char_orbit_index': 2, 'char_orbit_label': 'b', 'char_order': 2, 'char_parity': 1, 'char_values': [17, 2, [3], [1]], 'conrey_index': 16, 'cusp_dim': 22, 'dim': 22, 'eis_dim': 2, 'eis_new_dim': 2, 'hecke_orbit_code': 68987912209, 'hecke_orbit_dims': [22], 'label': '17.16.b', 'level': 17, 'level_is_powerful': False, 'level_is_prime': True, 'level_is_prime_power': True, 'level_is_prime_square': False, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [17], 'level_radical': 17, 'mf_dim': 24, 'mf_new_dim': 24, 'num_forms': 1, 'prim_orbit_index': 2, 'relative_dim': 22, 'sturm_bound': 24, 'trace_bound': 0, 'trace_display': [-258, 0, 0, 0], 'traces': [22, -258, 0, 414386, 0, 0, 0, -12648450, -78109330, 0, 0, 0, 702506672, 0, -1787378376, 3524081474, -2245058454, 6803778314, 9958891784, 0, -4168893668, 0, 0, 0, -238696683970, -33467295588, 0, 0, 0, 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• mf_twists_cc •

  Column	Type
  conductor	integer
  degree	integer
  order	integer
  parity	smallint
  source_conrey_index	integer
  source_dim	integer
  source_embedding_index	integer
  source_hecke_orbit_code	bigint
  source_is_minimal	boolean
  source_label	text
  source_level	integer
  target_conrey_index	integer
  target_dim	integer
  target_embedding_index	integer
  target_hecke_orbit_code	bigint
  target_is_minimal	boolean
  target_label	text
  target_level	integer
  twist_class_label	text
  twist_class_level	integer
  twisting_char_label	text
  twisting_conrey_index	integer
  weight	smallint

  
  
  • id: 746157
    {'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 16, 'source_dim': 22, 'source_embedding_index': 16, 'source_hecke_orbit_code': 68987912209, 'source_is_minimal': True, 'source_label': '17.16.b.a.16.16', 'source_level': 17, 'target_conrey_index': 16, 'target_dim': 22, 'target_embedding_index': 16, 'target_hecke_orbit_code': 68987912209, 'target_is_minimal': True, 'target_label': '17.16.b.a.16.16', 'target_level': 17, 'twist_class_label': '17.16.b.a.16.15', 'twist_class_level': 17, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 16}
  • id: 746158
    {'conductor': 17, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 16, 'source_dim': 22, 'source_embedding_index': 16, 'source_hecke_orbit_code': 68987912209, 'source_is_minimal': True, 'source_label': '17.16.b.a.16.16', 'source_level': 17, 'target_conrey_index': 16, 'target_dim': 22, 'target_embedding_index': 15, 'target_hecke_orbit_code': 68987912209, 'target_is_minimal': True, 'target_label': '17.16.b.a.16.15', 'target_level': 17, 'twist_class_label': '17.16.b.a.16.15', 'twist_class_level': 17, 'twisting_char_label': '17.16', 'twisting_conrey_index': 16, 'weight': 16}
• hecke_orbit_code 68987912209 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': 2, 'hecke_orbit': 1, 'label': '17.16.b.a', 'level': 17, 'portrait': 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', 'weight': 16}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 5200279
    {'hecke_orbit_code': 68987912209, 'n': 1, 'trace_an': 22}
  • id: 5200280
    {'hecke_orbit_code': 68987912209, 'n': 2, 'trace_an': -258}
  • id: 5200281
    {'hecke_orbit_code': 68987912209, 'n': 3, 'trace_an': 0}
  • id: 5200282
    {'hecke_orbit_code': 68987912209, 'n': 4, 'trace_an': 414386}
  • id: 5200283
    {'hecke_orbit_code': 68987912209, 'n': 5, 'trace_an': 0}
  • id: 5200284
    {'hecke_orbit_code': 68987912209, 'n': 6, 'trace_an': 0}
  • id: 5200285
    {'hecke_orbit_code': 68987912209, 'n': 7, 'trace_an': 0}
  • id: 5200286
    {'hecke_orbit_code': 68987912209, 'n': 8, 'trace_an': -12648450}
  • id: 5200287
    {'hecke_orbit_code': 68987912209, 'n': 9, 'trace_an': -78109330}
  • id: 5200288
    {'hecke_orbit_code': 68987912209, 'n': 10, 'trace_an': 0}
  • id: 5200289
    {'hecke_orbit_code': 68987912209, 'n': 11, 'trace_an': 0}
  • id: 5200290
    {'hecke_orbit_code': 68987912209, 'n': 12, 'trace_an': 0}
  • id: 5200291
    {'hecke_orbit_code': 68987912209, 'n': 13, 'trace_an': 702506672}
  • id: 5200292
    {'hecke_orbit_code': 68987912209, 'n': 14, 'trace_an': 0}
  • id: 5200293
    {'hecke_orbit_code': 68987912209, 'n': 15, 'trace_an': -1787378376}
  • id: 5200294
    {'hecke_orbit_code': 68987912209, 'n': 16, 'trace_an': 3524081474}
  • id: 5200295
    {'hecke_orbit_code': 68987912209, 'n': 17, 'trace_an': -2245058454}
  • id: 5200296
    {'hecke_orbit_code': 68987912209, 'n': 18, 'trace_an': 6803778314}
  • id: 5200297
    {'hecke_orbit_code': 68987912209, 'n': 19, 'trace_an': 9958891784}
  • id: 5200298
    {'hecke_orbit_code': 68987912209, 'n': 20, 'trace_an': 0}
  • id: 5200299
    {'hecke_orbit_code': 68987912209, 'n': 21, 'trace_an': -4168893668}
  • id: 5200300
    {'hecke_orbit_code': 68987912209, 'n': 22, 'trace_an': 0}
  • id: 5200301
    {'hecke_orbit_code': 68987912209, 'n': 23, 'trace_an': 0}
  • id: 5200302
    {'hecke_orbit_code': 68987912209, 'n': 24, 'trace_an': 0}
  • id: 5200303
    {'hecke_orbit_code': 68987912209, 'n': 25, 'trace_an': -238696683970}
  • id: 5200304
    {'hecke_orbit_code': 68987912209, 'n': 26, 'trace_an': -33467295588}
  • id: 5200305
    {'hecke_orbit_code': 68987912209, 'n': 27, 'trace_an': 0}
  • id: 5200306
    {'hecke_orbit_code': 68987912209, 'n': 28, 'trace_an': 0}
  • id: 5200307
    {'hecke_orbit_code': 68987912209, 'n': 29, 'trace_an': 0}
  • id: 5200308
    {'hecke_orbit_code': 68987912209, 'n': 30, 'trace_an': -62541989808}
  • id: 5200309
    {'hecke_orbit_code': 68987912209, 'n': 31, 'trace_an': 0}
  • id: 5200310
    {'hecke_orbit_code': 68987912209, 'n': 32, 'trace_an': -43445086338}
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  • id: 5200505
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  • id: 5200510
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  • id: 5200511
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  • id: 5200512
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  • id: 5200513
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  • id: 5200514
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  • id: 5200515
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  • id: 5200517
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  • id: 5200518
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  • id: 5200519
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  • id: 5200520
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  • id: 5200521
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  • id: 5200522
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  • id: 5200523
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  • id: 5200524
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  • id: 5200525
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  • id: 5200526
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  • id: 5200527
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  • id: 5200528
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  • id: 5200529
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  • id: 5200530
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  • id: 5200531
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  • id: 5200532
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  • id: 5200533
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  • id: 5200534
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  • id: 5200535
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  • id: 5200536
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