Embedded newform data - 23.37.b.a.22.1

Formats: - HTML - YAML - JSON - 2024-09-13T04:58:11.167590

• 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': 31487, 'analytic_conductor': 188.80989491652105, 'analytic_rank': 0, 'analytic_rank_proved': True, 'char_conductor': 23, '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': [23, 2, [5], [1]], 'cm_discs': [-23], 'conrey_index': 22, 'dim': 1, 'field_disc': 1, 'field_disc_factorization': [], 'field_poly': [0, 1], 'field_poly_is_cyclotomic': False, 'field_poly_is_real_cyclotomic': False, 'field_poly_root_of_unity': 0, 'has_non_self_twist': 0, 'hecke_cutters': [[2, [-477713, 1]]], 'hecke_orbit': 1, 'hecke_orbit_code': 69340233751, 'hecke_ring_generator_nbound': 1, 'hecke_ring_index': 1, 'hecke_ring_index_factorization': [], 'hecke_ring_index_proved': True, 'inner_twist_count': 2, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1], [1, 1, 23, 2, -1, 2, -23]], 'is_cm': True, 'is_largest': False, 'is_maximal': False, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': True, 'is_self_twist': True, 'is_twist_minimal': True, 'label': '23.37.b.a', 'level': 23, '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': [23], 'level_radical': 23, 'minimal_twist': '23.37.b.a', 'nf_label': '1.1.1.1', 'prim_orbit_index': 2, 'qexp_display': 'q+477713q^{2}+22317778q^{3}+159490233633q^{4}+\\cdots', 'related_objects': [], 'relative_dim': 1, 'rm_discs': [], 'sato_tate_group': '36.2.1.d2', 'self_twist_discs': [-23], 'self_twist_type': 1, 'space_label': '23.37.b', 'trace_display': [477713, 22317778, 0, 0], 'trace_hash': 1030458178731610735, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.959', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '2.839', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '9.397', 'prec': 17}], 'trace_zratio': {'__RealLiteral__': 0, 'data': '0.508', 'prec': 17}, 'traces': [1, 477713, 22317778, 159490233633, 0, 10661492681714, 0, 43362370589536561, -149596552082141837, 0, 0, 3559467627389427474, -17519171692091752942, 0, 0, 9754682741677130903105, 0, -71464217684816223378781, 0, 0, 0, 0, 3244150909895248285300369, 967751760371006091281458, 14551915228366851806640625, -8369136066544227573181646, -6688441388484069731351324, 0, 244757004727493882878647122, 0, 753697056305062831595287682, 1680099339629338926454053969, 0, 0, 0, -23859189042272054190173803821, 0, 0, -390988984567988097790402876, 0, 75863790141645456569320734242, 0, 0, 0, 0, 1549773063618788744115695176097, 1567570210106502239731635437378, 217702843889181555172436900690, 2651730845859653471779023381601, 6951639079488813877105712890625, 0, -2794136786228353615192095098286, 0, -3195155401016890403573035042012, 0, 0, 0, 116923602999385285271607152591986, 98231750160441183284721358886642, 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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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1, 'embedding_root_imag': 0.0, 'embedding_root_real': 0.0, 'hecke_orbit': 1, 'hecke_orbit_code': 69340233751, 'label': '23.37.b.a.22.1', 'level': 23, 'weight': 37}
• 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': 31487, 'analytic_conductor': 188.80989491652105, 'char_conductor': 23, 'char_degree': 1, 'char_is_real': True, 'char_orbit_index': 2, 'char_orbit_label': 'b', 'char_order': 2, 'char_parity': -1, 'char_values': [23, 2, [5], [1]], 'conrey_index': 22, 'cusp_dim': 71, 'dim': 71, 'eis_dim': 2, 'eis_new_dim': 2, 'hecke_cutter_primes': [2], 'hecke_orbit_code': 69340233751, 'hecke_orbit_dims': [1, 2, 68], 'label': '23.37.b', 'level': 23, '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': [23], 'level_radical': 23, 'mf_dim': 73, 'mf_new_dim': 73, 'num_forms': 3, 'prim_orbit_index': 2, 'relative_dim': 71, 'sturm_bound': 74, 'trace_bound': 1, 'trace_display': [-169832, 420071358, 0, 0], 'traces': [71, -169832, 420071358, 2439865505256, 0, 4961334023571, 0, 36321850216539491, 3351020573904674853, 0, 0, 80143358001671045739, -138225739750874655842, 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: 784943
    {'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 22, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 69340233751, 'source_is_minimal': True, 'source_label': '23.37.b.a.22.1', 'source_level': 23, 'target_conrey_index': 22, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 69340233751, 'target_is_minimal': True, 'target_label': '23.37.b.a.22.1', 'target_level': 23, 'twist_class_label': '23.37.b.a.22.1', 'twist_class_level': 23, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 37}
  • id: 784944
    {'conductor': 23, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 22, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 69340233751, 'source_is_minimal': True, 'source_label': '23.37.b.a.22.1', 'source_level': 23, 'target_conrey_index': 22, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 69340233751, 'target_is_minimal': True, 'target_label': '23.37.b.a.22.1', 'target_level': 23, 'twist_class_label': '23.37.b.a.22.1', 'twist_class_level': 23, 'twisting_char_label': '23.22', 'twisting_conrey_index': 22, 'weight': 37}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 89975
    {'charpoly_factorization': [[[-477713, 1], 1]], 'hecke_orbit_code': 69340233751, 'p': 2}
  • id: 89976
    {'charpoly_factorization': [[[-22317778, 1], 1]], 'hecke_orbit_code': 69340233751, 'p': 3}
  • id: 89977
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 69340233751, 'p': 5}
  • id: 89978
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 69340233751, 'p': 7}
  • id: 89979
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 69340233751, 'p': 11}
  • id: 89980
    {'charpoly_factorization': [[[17519171692091752942, 1], 1]], 'hecke_orbit_code': 69340233751, 'p': 13}
  • id: 89981
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 69340233751, 'p': 17}
  • id: 89982
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 69340233751, 'p': 19}
  • id: 89983
    {'charpoly_factorization': [[[-3244150909895248285300369, 1], 1]], 'hecke_orbit_code': 69340233751, 'p': 23}
  • id: 89984
    {'charpoly_factorization': [[[-244757004727493882878647122, 1], 1]], 'hecke_orbit_code': 69340233751, 'p': 29}
  • id: 89985
    {'charpoly_factorization': [[[-753697056305062831595287682, 1], 1]], 'hecke_orbit_code': 69340233751, 'p': 31}
  • id: 89986
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 69340233751, 'p': 37}
  • id: 89987
    {'charpoly_factorization': [[[-75863790141645456569320734242, 1], 1]], 'hecke_orbit_code': 69340233751, 'p': 41}
  • id: 89988
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 69340233751, 'p': 43}
  • id: 89989
    {'charpoly_factorization': [[[-1567570210106502239731635437378, 1], 1]], 'hecke_orbit_code': 69340233751, 'p': 47}
  • id: 89990
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 69340233751, 'p': 53}
  • id: 89991
    {'charpoly_factorization': [[[-98231750160441183284721358886642, 1], 1]], 'hecke_orbit_code': 69340233751, 'p': 59}
  • id: 89992
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 69340233751, 'p': 61}
  • id: 89993
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 69340233751, 'p': 67}
  • id: 89994
    {'charpoly_factorization': [[[2559161994377143889399094964997278, 1], 1]], 'hecke_orbit_code': 69340233751, 'p': 71}
  • id: 89995
    {'charpoly_factorization': [[[4230498613980153098580579989568862, 1], 1]], 'hecke_orbit_code': 69340233751, 'p': 73}
  • id: 89996
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 69340233751, 'p': 79}
  • id: 89997
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 69340233751, 'p': 83}
  • id: 89998
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 69340233751, 'p': 89}
  • id: 89999
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 69340233751, 'p': 97}
• 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': '23.37.b.a', 'level': 23, 'portrait': 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', 'weight': 37}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 5342437
    {'hecke_orbit_code': 69340233751, 'n': 1, 'trace_an': 1}
  • id: 5342438
    {'hecke_orbit_code': 69340233751, 'n': 2, 'trace_an': 477713}
  • id: 5342439
    {'hecke_orbit_code': 69340233751, 'n': 3, 'trace_an': 22317778}
  • id: 5342440
    {'hecke_orbit_code': 69340233751, 'n': 4, 'trace_an': 159490233633}
  • id: 5342441
    {'hecke_orbit_code': 69340233751, 'n': 5, 'trace_an': 0}
  • id: 5342442
    {'hecke_orbit_code': 69340233751, 'n': 6, 'trace_an': 10661492681714}
  • id: 5342443
    {'hecke_orbit_code': 69340233751, 'n': 7, 'trace_an': 0}
  • id: 5342444
    {'hecke_orbit_code': 69340233751, 'n': 8, 'trace_an': 43362370589536561}
  • id: 5342445
    {'hecke_orbit_code': 69340233751, 'n': 9, 'trace_an': -149596552082141837}
  • id: 5342446
    {'hecke_orbit_code': 69340233751, 'n': 10, 'trace_an': 0}
  • id: 5342447
    {'hecke_orbit_code': 69340233751, 'n': 11, 'trace_an': 0}
  • id: 5342448
    {'hecke_orbit_code': 69340233751, 'n': 12, 'trace_an': 3559467627389427474}
  • id: 5342449
    {'hecke_orbit_code': 69340233751, 'n': 13, 'trace_an': -17519171692091752942}
  • id: 5342450
    {'hecke_orbit_code': 69340233751, 'n': 14, 'trace_an': 0}
  • id: 5342451
    {'hecke_orbit_code': 69340233751, 'n': 15, 'trace_an': 0}
  • id: 5342452
    {'hecke_orbit_code': 69340233751, 'n': 16, 'trace_an': 9754682741677130903105}
  • id: 5342453
    {'hecke_orbit_code': 69340233751, 'n': 17, 'trace_an': 0}
  • id: 5342454
    {'hecke_orbit_code': 69340233751, 'n': 18, 'trace_an': -71464217684816223378781}
  • id: 5342455
    {'hecke_orbit_code': 69340233751, 'n': 19, 'trace_an': 0}
  • id: 5342456
    {'hecke_orbit_code': 69340233751, 'n': 20, 'trace_an': 0}
  • id: 5342457
    {'hecke_orbit_code': 69340233751, 'n': 21, 'trace_an': 0}
  • id: 5342458
    {'hecke_orbit_code': 69340233751, 'n': 22, 'trace_an': 0}
  • id: 5342459
    {'hecke_orbit_code': 69340233751, 'n': 23, 'trace_an': 3244150909895248285300369}
  • id: 5342460
    {'hecke_orbit_code': 69340233751, 'n': 24, 'trace_an': 967751760371006091281458}
  • id: 5342461
    {'hecke_orbit_code': 69340233751, 'n': 25, 'trace_an': 14551915228366851806640625}
  • id: 5342462
    {'hecke_orbit_code': 69340233751, 'n': 26, 'trace_an': -8369136066544227573181646}
  • id: 5342463
    {'hecke_orbit_code': 69340233751, 'n': 27, 'trace_an': -6688441388484069731351324}
  • id: 5342464
    {'hecke_orbit_code': 69340233751, 'n': 28, 'trace_an': 0}
  • id: 5342465
    {'hecke_orbit_code': 69340233751, 'n': 29, 'trace_an': 244757004727493882878647122}
  • id: 5342466
    {'hecke_orbit_code': 69340233751, 'n': 30, 'trace_an': 0}
  • id: 5342467
    {'hecke_orbit_code': 69340233751, 'n': 31, 'trace_an': 753697056305062831595287682}
  • id: 5342468
    {'hecke_orbit_code': 69340233751, 'n': 32, 'trace_an': 1680099339629338926454053969}
  • id: 5342469
    {'hecke_orbit_code': 69340233751, 'n': 33, 'trace_an': 0}
  • id: 5342470
    {'hecke_orbit_code': 69340233751, 'n': 34, 'trace_an': 0}
  • id: 5342471
    {'hecke_orbit_code': 69340233751, 'n': 35, 'trace_an': 0}
  • id: 5342472
    {'hecke_orbit_code': 69340233751, 'n': 36, 'trace_an': -23859189042272054190173803821}
  • id: 5342473
    {'hecke_orbit_code': 69340233751, 'n': 37, 'trace_an': 0}
  • id: 5342474
    {'hecke_orbit_code': 69340233751, 'n': 38, 'trace_an': 0}
  • id: 5342475
    {'hecke_orbit_code': 69340233751, 'n': 39, 'trace_an': -390988984567988097790402876}
  • id: 5342476
    {'hecke_orbit_code': 69340233751, 'n': 40, 'trace_an': 0}
  • id: 5342477
    {'hecke_orbit_code': 69340233751, 'n': 41, 'trace_an': 75863790141645456569320734242}
  • id: 5342478
    {'hecke_orbit_code': 69340233751, 'n': 42, 'trace_an': 0}
  • id: 5342479
    {'hecke_orbit_code': 69340233751, 'n': 43, 'trace_an': 0}
  • id: 5342480
    {'hecke_orbit_code': 69340233751, 'n': 44, 'trace_an': 0}
  • id: 5342481
    {'hecke_orbit_code': 69340233751, 'n': 45, 'trace_an': 0}
  • id: 5342482
    {'hecke_orbit_code': 69340233751, 'n': 46, 'trace_an': 1549773063618788744115695176097}
  • id: 5342483
    {'hecke_orbit_code': 69340233751, 'n': 47, 'trace_an': 1567570210106502239731635437378}
  • id: 5342484
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