Newform data - 48.22.a.b

Formats: - HTML - YAML - JSON - 2023-05-30T01:44:39.433727

• 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_indexes	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_polredabs	boolean
  is_rm	boolean
  is_self_dual	boolean
  is_self_twist	boolean
  is_twist_minimal	boolean
  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
  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': 23232, 'analytic_conductor': 134.14912525778982, 'analytic_rank': 0, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[2, -1], [3, 1]], 'atkin_lehner_string': '-+', 'char_conductor': 1, 'char_degree': 1, 'char_is_minimal': False, 'char_is_real': True, 'char_orbit_index': 1, 'char_orbit_label': 'a', 'char_order': 1, 'char_parity': 1, 'char_values': [48, 1, [31, 37, 17], [1, 1, 1]], 'cm_discs': [], 'conrey_indexes': [1], '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, 'fricke_eigenval': -1, 'has_non_self_twist': 0, 'hecke_cutters': [[5, [11268090, 1]]], 'hecke_orbit': 2, 'hecke_orbit_code': 4503599996469296, 'hecke_ring_generator_nbound': 1, 'hecke_ring_index': 1, 'hecke_ring_index_factorization': [], 'hecke_ring_index_proved': True, 'inner_twist_count': 1, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1]], 'is_cm': False, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': True, 'is_self_twist': False, 'is_twist_minimal': False, 'label': '48.22.a.b', 'level': 48, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 3], 'level_radical': 6, 'minimal_twist': '12.22.a.a', 'nf_label': '1.1.1.1', 'prim_orbit_index': 1, 'qexp_display': 'q-3^{10}q^{3}-11268090q^{5}-281914136q^{7}+\\cdots', 'related_objects': [], 'relative_dim': 1, 'rm_discs': [], 'sato_tate_group': '21.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '48.22.a', 'trace_display': [0, -59049, -11268090, -281914136], 'trace_hash': 432317249604273068, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.058', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.002', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.136', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.978', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.345', 'prec': 17}, {'__RealLiteral__': 0, 'data': '4.936', 'prec': 17}], 'trace_zratio': 0, 'traces': [1, 0, -59049, 0, -11268090, 0, -281914136, 0, 3486784401, 0, 36172082484, 0, -449098578370, 0, 665369446410, 0, 2121858786546, 0, 4609406233900, 0, 16646747816664, 0, -95095276921656, 0, -349867305955025, 0, -205891132094649, 0, -2245742383351266, 0, 3155693201792656, 0, -2135925298597716, 0, 3176633856720240, 0, -18178503074861482, 0, 26518821954170130, 0, -169649739387485910, 0, 158968551608988244, 0, -39289400441064090, 0, 134697468442682736, 0, -479070284006657511, 0, -125293639486754754, 0, -15637375269722538, 0, -407590280917135560, 0, -272180828705561100, 0, -2977241337691499484, 0, 3603855625679330702, 0, -982973811826192536, 0, 5060483199945213300, 0, -21066199531967164004, 0, 5615281006946865144, 0, -21980089544074358760, 0, -17054415965500339222, 0, 20659314549338271225, 0, -10197421380797593824, 0, 115020124425041803552, 0, 12157665459056928801, 0, 96628520442403345644, 0, -23909295774091117140, 0, 132608841994508906034, 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• mf_hecke_nf •

  Column	Type
  an	jsonb
  ap	jsonb
  char_orbit_index	smallint
  field_poly	numeric[]
  hecke_orbit_code	bigint
  hecke_ring_character_values	jsonb
  hecke_ring_cyclotomic_generator	integer
  hecke_ring_denominators	numeric[]
  hecke_ring_inverse_denominators	numeric[]
  hecke_ring_inverse_numerators	numeric[]
  hecke_ring_numerators	numeric[]
  hecke_ring_power_basis	boolean
  hecke_ring_rank	integer
  label	text
  level	integer
  maxp	integer
  weight	smallint

  
  {'an': [[1], [0], [-59049], [0], [-11268090], [0], [-281914136], [0], [3486784401], [0], [36172082484], [0], [-449098578370], [0], [665369446410], [0], [2121858786546], [0], [4609406233900], [0], [16646747816664], [0], [-95095276921656], [0], [-349867305955025], [0], [-205891132094649], [0], [-2245742383351266], [0], [3155693201792656], [0], [-2135925298597716], [0], [3176633856720240], [0], [-18178503074861482], [0], [26518821954170130], [0], [-169649739387485910], [0], [158968551608988244], [0], [-39289400441064090], [0], [134697468442682736], [0], [-479070284006657511], [0], [-125293639486754754], [0], [-15637375269722538], [0], [-407590280917135560], [0], [-272180828705561100], [0], [-2977241337691499484], [0], [3603855625679330702], [0], [-982973811826192536], [0], [5060483199945213300], [0], [-21066199531967164004], [0], [5615281006946865144], [0], [-21980089544074358760], [0], [-17054415965500339222], [0], [20659314549338271225], [0], [-10197421380797593824], [0], [115020124425041803552], [0], [12157665459056928801], [0], [96628520442403345644], [0], [-23909295774091117140], [0], [132608841994508906034], [0], [60427571095732966650], [0], [126607237700006838320], [0], [-186340527872654544144], [0], [-51939204290146251000], [0], [-407820224794143352798], [0], [126124252956896532084], [0]], 'ap': [[0], [-59049], [-11268090], [-281914136], [36172082484], [-449098578370], [2121858786546], [4609406233900], [-95095276921656], [-2245742383351266], [3155693201792656], [-18178503074861482], [-169649739387485910], [158968551608988244], [134697468442682736], [-15637375269722538], [-2977241337691499484], [3603855625679330702], [-21066199531967164004], [-21980089544074358760], [-17054415965500339222], [115020124425041803552], [96628520442403345644], [60427571095732966650], [-407820224794143352798], [1950763261541373757638], [-898058258856061843544], [-3220130092497702513228], [-555319129053717347362], [4007902693948374831858], [17824881127217941461904], 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'hecke_orbit_code': 4503599996469296, 'hecke_ring_cyclotomic_generator': 0, 'hecke_ring_power_basis': True, 'hecke_ring_rank': 1, 'label': '48.22.a.b', 'level': 48, 'maxp': 2999, 'weight': 22}
• 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]], 5, 4], [[[2, 1], [3, -1]], 6, 2], [[[2, -1], [3, 1]], 5, 4], [[[2, 1], [3, 1]], 5, 2]], 'Nk2': 23232, 'analytic_conductor': 134.14912525778982, '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': [48, 1, [31, 37, 17], [1, 1, 1]], 'conrey_indexes': [1], 'cusp_dim': 162, 'dim': 21, 'eis_dim': 12, 'eis_new_dim': 0, 'hecke_cutter_primes': [5], 'hecke_orbit_code': 369098800, 'hecke_orbit_dims': [1, 1, 1, 1, 1, 1, 2, 2, 2, 3, 3, 3], 'label': '48.22.a', 'level': 48, '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': 174, 'mf_new_dim': 21, 'num_forms': 12, 'plus_dim': 10, 'prim_orbit_index': 1, 'relative_dim': 21, 'sturm_bound': 176, 'trace_bound': 5, 'trace_display': [0, 59049, 20783558, 3921376], 'traces': [21, 0, 59049, 0, 20783558, 0, 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• 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: 39472
    {'conductor': 4, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 2, 'source_is_minimal': False, 'source_label': '48.22.a.b', 'source_level': 48, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 1, 'target_is_minimal': True, 'target_label': '12.22.a.a', 'target_level': 12, 'twist_class_label': '12.22.a.a', 'twist_class_level': 12, 'twisting_char_label': '4.b', 'twisting_char_orbit': 2, 'weight': 22}
  • id: 39473
    {'conductor': 12, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 2, 'source_is_minimal': False, 'source_label': '48.22.a.b', 'source_level': 48, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '36.22.a.a', 'target_level': 36, 'twist_class_label': '12.22.a.a', 'twist_class_level': 12, 'twisting_char_label': '12.b', 'twisting_char_orbit': 2, 'weight': 22}
  • id: 39474
    {'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 2, 'source_is_minimal': False, 'source_label': '48.22.a.b', 'source_level': 48, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 2, 'target_is_minimal': False, 'target_label': '48.22.a.b', 'target_level': 48, 'twist_class_label': '12.22.a.a', 'twist_class_level': 12, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 22}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 161525
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 4503599996469296, 'p': 2}
  • id: 161526
    {'charpoly_factorization': [[[59049, 1], 1]], 'hecke_orbit_code': 4503599996469296, 'p': 3}
  • id: 161527
    {'charpoly_factorization': [[[11268090, 1], 1]], 'hecke_orbit_code': 4503599996469296, 'p': 5}
  • id: 161528
    {'charpoly_factorization': [[[281914136, 1], 1]], 'hecke_orbit_code': 4503599996469296, 'p': 7}
  • id: 161529
    {'charpoly_factorization': [[[-36172082484, 1], 1]], 'hecke_orbit_code': 4503599996469296, 'p': 11}
  • id: 161530
    {'charpoly_factorization': [[[449098578370, 1], 1]], 'hecke_orbit_code': 4503599996469296, 'p': 13}
  • id: 161531
    {'charpoly_factorization': [[[-2121858786546, 1], 1]], 'hecke_orbit_code': 4503599996469296, 'p': 17}
  • id: 161532
    {'charpoly_factorization': [[[-4609406233900, 1], 1]], 'hecke_orbit_code': 4503599996469296, 'p': 19}
  • id: 161533
    {'charpoly_factorization': [[[95095276921656, 1], 1]], 'hecke_orbit_code': 4503599996469296, 'p': 23}
  • id: 161534
    {'charpoly_factorization': [[[2245742383351266, 1], 1]], 'hecke_orbit_code': 4503599996469296, 'p': 29}
  • id: 161535
    {'charpoly_factorization': [[[-3155693201792656, 1], 1]], 'hecke_orbit_code': 4503599996469296, 'p': 31}
  • id: 161536
    {'charpoly_factorization': [[[18178503074861482, 1], 1]], 'hecke_orbit_code': 4503599996469296, 'p': 37}
  • id: 161537
    {'charpoly_factorization': [[[169649739387485910, 1], 1]], 'hecke_orbit_code': 4503599996469296, 'p': 41}
  • id: 161538
    {'charpoly_factorization': [[[-158968551608988244, 1], 1]], 'hecke_orbit_code': 4503599996469296, 'p': 43}
  • id: 161539
    {'charpoly_factorization': [[[-134697468442682736, 1], 1]], 'hecke_orbit_code': 4503599996469296, 'p': 47}
  • id: 161540
    {'charpoly_factorization': [[[15637375269722538, 1], 1]], 'hecke_orbit_code': 4503599996469296, 'p': 53}
  • id: 161541
    {'charpoly_factorization': [[[2977241337691499484, 1], 1]], 'hecke_orbit_code': 4503599996469296, 'p': 59}
  • id: 161542
    {'charpoly_factorization': [[[-3603855625679330702, 1], 1]], 'hecke_orbit_code': 4503599996469296, 'p': 61}
  • id: 161543
    {'charpoly_factorization': [[[21066199531967164004, 1], 1]], 'hecke_orbit_code': 4503599996469296, 'p': 67}
  • id: 161544
    {'charpoly_factorization': [[[21980089544074358760, 1], 1]], 'hecke_orbit_code': 4503599996469296, 'p': 71}
  • id: 161545
    {'charpoly_factorization': [[[17054415965500339222, 1], 1]], 'hecke_orbit_code': 4503599996469296, 'p': 73}
  • id: 161546
    {'charpoly_factorization': [[[-115020124425041803552, 1], 1]], 'hecke_orbit_code': 4503599996469296, 'p': 79}
  • id: 161547
    {'charpoly_factorization': [[[-96628520442403345644, 1], 1]], 'hecke_orbit_code': 4503599996469296, 'p': 83}
  • id: 161548
    {'charpoly_factorization': [[[-60427571095732966650, 1], 1]], 'hecke_orbit_code': 4503599996469296, 'p': 89}
  • id: 161549
    {'charpoly_factorization': [[[407820224794143352798, 1], 1]], 'hecke_orbit_code': 4503599996469296, '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': 1, 'hecke_orbit': 2, 'label': '48.22.a.b', 'level': 48, 'portrait': 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', 'weight': 22}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 77573000
    {'hecke_orbit_code': 4503599996469296, 'n': 1, 'trace_an': 1}
  • id: 77573001
    {'hecke_orbit_code': 4503599996469296, 'n': 2, 'trace_an': 0}
  • id: 77573002
    {'hecke_orbit_code': 4503599996469296, 'n': 3, 'trace_an': -59049}
  • id: 77573003
    {'hecke_orbit_code': 4503599996469296, 'n': 4, 'trace_an': 0}
  • id: 77573004
    {'hecke_orbit_code': 4503599996469296, 'n': 5, 'trace_an': -11268090}
  • id: 77573005
    {'hecke_orbit_code': 4503599996469296, 'n': 6, 'trace_an': 0}
  • id: 77573006
    {'hecke_orbit_code': 4503599996469296, 'n': 7, 'trace_an': -281914136}
  • id: 77573007
    {'hecke_orbit_code': 4503599996469296, 'n': 8, 'trace_an': 0}
  • id: 77573008
    {'hecke_orbit_code': 4503599996469296, 'n': 9, 'trace_an': 3486784401}
  • id: 77573009
    {'hecke_orbit_code': 4503599996469296, 'n': 10, 'trace_an': 0}
  • id: 77573010
    {'hecke_orbit_code': 4503599996469296, 'n': 11, 'trace_an': 36172082484}
  • id: 77573011
    {'hecke_orbit_code': 4503599996469296, 'n': 12, 'trace_an': 0}
  • id: 77573012
    {'hecke_orbit_code': 4503599996469296, 'n': 13, 'trace_an': -449098578370}
  • id: 77573013
    {'hecke_orbit_code': 4503599996469296, 'n': 14, 'trace_an': 0}
  • id: 77573014
    {'hecke_orbit_code': 4503599996469296, 'n': 15, 'trace_an': 665369446410}
  • id: 77573015
    {'hecke_orbit_code': 4503599996469296, 'n': 16, 'trace_an': 0}
  • id: 77573016
    {'hecke_orbit_code': 4503599996469296, 'n': 17, 'trace_an': 2121858786546}
  • id: 77573017
    {'hecke_orbit_code': 4503599996469296, 'n': 18, 'trace_an': 0}
  • id: 77573018
    {'hecke_orbit_code': 4503599996469296, 'n': 19, 'trace_an': 4609406233900}
  • id: 77573019
    {'hecke_orbit_code': 4503599996469296, 'n': 20, 'trace_an': 0}
  • id: 77573020
    {'hecke_orbit_code': 4503599996469296, 'n': 21, 'trace_an': 16646747816664}
  • id: 77573021
    {'hecke_orbit_code': 4503599996469296, 'n': 22, 'trace_an': 0}
  • id: 77573022
    {'hecke_orbit_code': 4503599996469296, 'n': 23, 'trace_an': -95095276921656}
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