Newform data - 3.24.a.b

Formats: - HTML - YAML - JSON - 2023-02-07T18:38:08.730255

• 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': 1728, 'analytic_conductor': 10.056121120353115, 'analytic_rank': 0, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[3, 1]], 'atkin_lehner_string': '+', 'char_conductor': 1, 'char_degree': 1, 'char_is_minimal': True, 'char_is_real': True, 'char_orbit_index': 1, 'char_orbit_label': 'a', 'char_order': 1, 'char_parity': 1, 'char_values': [3, 1, [2], [1]], 'cm_discs': [], 'conrey_indexes': [1], 'dim': 2, 'field_disc': 530401, 'field_disc_factorization': [[530401, 1]], 'field_poly': [-132600, -1, 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': [[2, [-4387968, 1242, 1]]], 'hecke_orbit': 2, 'hecke_orbit_code': 4503600030023683, 'hecke_ring_generator_nbound': 2, 'hecke_ring_index': 6, 'hecke_ring_index_factorization': [[2, 1], [3, 1]], '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': True, 'label': '3.24.a.b', 'level': 3, 'level_is_prime': True, 'level_is_prime_power': True, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [3], 'level_radical': 3, 'minimal_twist': '3.24.a.b', 'nf_label': '2.2.530401.1', 'prim_orbit_index': 1, 'qexp_display': 'q+(-621-\\beta )q^{2}-3^{11}q^{3}+(-3229358+\\cdots)q^{4}+\\cdots', 'related_objects': [], 'relative_dim': 2, 'rm_discs': [], 'sato_tate_group': '23.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '3.24.a', 'trace_display': [-1242, -354294, -46808820, -211963904], 'trace_hash': 1436278919623439598, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.062', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.940', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.301', 'prec': 17}, {'__RealLiteral__': 0, 'data': '9.416', 'prec': 17}, {'__RealLiteral__': 0, 'data': '2.147', 'prec': 17}, {'__RealLiteral__': 0, 'data': '64.074', 'prec': 20}], 'trace_zratio': 0, 'traces': [2, -1242, -354294, -6458716, -46808820, 220016574, -211963904, 2571869016, 62762119218, 627869790180, 1468972366488, 1144142163252, 10491654264748, 34908555004416, 8292042036540, -50973150676720, -210888011520828, -38975276034378, -907382448537944, -592549041758760, 37548769701888, 385075304370504, 10116923323892112, -455598880577352, 14810505797591150, 5909481699569604, -11118121133111046, -42508434042586112, 18478753545176892, -111225249721016460, -272793622592745488, 186134219136906336, -260224047806249736, -14135605903588212, 2186169652458823680, -202681351793602044, -478995036787364, 1925903087124629112, -1858565078037313956, -6555203866715785200, 5555714961308771412, -6183945793367281152, -1198322147609320040, -6355093136294718288, -1468910370646951380, -7378368693556745808, 26308565672855777280, 9029740722928917840, 71964232849356271890, -37226516336176411350, 37358178576880117716, 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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

  
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[13534648091826132301747105698474156, 5400817544933240902390419651072], [350434023907442643847143988506306, -499480706577446835436035560960], [-42349906222260488452946182908378024, 1801399165346039776784958543872], [-5428145956672868938812452681707048, 5234911209016801999725441565440], [1412261801079764346269923517712014, -8587495498230089086843759574016]], 'char_orbit_index': 1, 'field_poly': [-132600, -1, 1], 'hecke_orbit_code': 4503600030023683, 'hecke_ring_cyclotomic_generator': 0, 'hecke_ring_denominators': [1, 1], 'hecke_ring_inverse_denominators': [1, 6], 'hecke_ring_inverse_numerators': [[1, 0], [3, 1]], 'hecke_ring_numerators': [[1, 0], [-3, 6]], 'hecke_ring_power_basis': False, 'hecke_ring_rank': 2, 'label': '3.24.a.b', 'level': 3, 'maxp': 997, 'weight': 24}
• 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': [[[[3, -1]], 1, 1], [[[3, 1]], 2, 1]], 'Nk2': 1728, 'analytic_conductor': 10.056121120353115, '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': [3, 1, [2], [1]], 'conrey_indexes': [1], 'cusp_dim': 7, 'dim': 3, 'eis_dim': 2, 'eis_new_dim': 0, 'hecke_cutter_primes': [2], 'hecke_orbit_code': 402653187, 'hecke_orbit_dims': [1, 2], 'label': '3.24.a', 'level': 3, 'level_is_prime': True, 'level_is_prime_power': True, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [3], 'level_radical': 3, 'mf_dim': 9, 'mf_new_dim': 3, 'num_forms': 2, 'plus_dim': 2, 'prim_orbit_index': 1, 'relative_dim': 3, 'sturm_bound': 8, 'trace_bound': 1, 'trace_display': [-114, -177147, -95672550, -1935652584], 'traces': [3, -114, -177147, -13574940, -95672550, 419838390, -1935652584, -14917581480, 94143178827, 572751502740, 40709186364, -116475569676, 2270690219922, 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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: 917
    {'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 2, 'source_is_minimal': True, 'source_label': '3.24.a.b', 'source_level': 3, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 2, 'target_is_minimal': True, 'target_label': '3.24.a.b', 'target_level': 3, 'twist_class_label': '3.24.a.b', 'twist_class_level': 3, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 24}
  • id: 918
    {'conductor': 3, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 2, 'source_is_minimal': True, 'source_label': '3.24.a.b', 'source_level': 3, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 3, 'target_is_minimal': False, 'target_label': '9.24.a.c', 'target_level': 9, 'twist_class_label': '3.24.a.b', 'twist_class_level': 3, 'twisting_char_label': '3.b', 'twisting_char_orbit': 2, 'weight': 24}
  • id: 919
    {'conductor': 4, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 2, 'source_is_minimal': True, 'source_label': '3.24.a.b', 'source_level': 3, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 7, 'target_is_minimal': False, 'target_label': '48.24.a.g', 'target_level': 48, 'twist_class_label': '3.24.a.b', 'twist_class_level': 3, 'twisting_char_label': '4.b', 'twisting_char_orbit': 2, 'weight': 24}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 9425
    {'charpoly_factorization': [[[-4387968, 1242, 1], 1]], 'hecke_orbit_code': 4503600030023683, 'p': 2}
  • id: 9426
    {'charpoly_factorization': [[[177147, 1], 2]], 'hecke_orbit_code': 4503600030023683, 'p': 3}
  • id: 9427
    {'charpoly_factorization': [[[-18230649038977500, 46808820, 1], 1]], 'hecke_orbit_code': 4503600030023683, 'p': 5}
  • id: 9428
    {'charpoly_factorization': [[[-63328399416459591680, 211963904, 1], 1]], 'hecke_orbit_code': 4503600030023683, 'p': 7}
  • id: 9429
    {'charpoly_factorization': [[[451328788810467841494672, -1468972366488, 1], 1]], 'hecke_orbit_code': 4503600030023683, 'p': 11}
  • id: 9430
    {'charpoly_factorization': [[[19433853389687863881209572, -10491654264748, 1], 1]], 'hecke_orbit_code': 4503600030023683, 'p': 13}
  • id: 9431
    {'charpoly_factorization': [[[10015857623742490931397291396, 210888011520828, 1], 1]], 'hecke_orbit_code': 4503600030023683, 'p': 17}
  • id: 9432
    {'charpoly_factorization': [[[108624979037988669753328366480, 907382448537944, 1], 1]], 'hecke_orbit_code': 4503600030023683, 'p': 19}
  • id: 9433
    {'charpoly_factorization': [[[25525152797035773713066348420160, -10116923323892112, 1], 1]], 'hecke_orbit_code': 4503600030023683, 'p': 23}
  • id: 9434
    {'charpoly_factorization': [[[-481110155158433604538295632226940, -18478753545176892, 1], 1]], 'hecke_orbit_code': 4503600030023683, 'p': 29}
  • id: 9435
    {'charpoly_factorization': [[[15545058952901236067836578079604800, 272793622592745488, 1], 1]], 'hecke_orbit_code': 4503600030023683, 'p': 31}
  • id: 9436
    {'charpoly_factorization': [[[-1426629656367456287643501711007195580, 478995036787364, 1], 1]], 'hecke_orbit_code': 4503600030023683, 'p': 37}
  • id: 9437
    {'charpoly_factorization': [[[-7181632029129270875417381443518632220, -5555714961308771412, 1], 1]], 'hecke_orbit_code': 4503600030023683, 'p': 41}
  • id: 9438
    {'charpoly_factorization': [[[-99946058339821534625730909593276231024, 1198322147609320040, 1], 1]], 'hecke_orbit_code': 4503600030023683, 'p': 43}
  • id: 9439
    {'charpoly_factorization': [[[170906042212863442389442360636906143744, -26308565672855777280, 1], 1]], 'hecke_orbit_code': 4503600030023683, 'p': 47}
  • id: 9440
    {'charpoly_factorization': [[[-2615037447362584224885123771396070482780, 41127501899415224628, 1], 1]], 'hecke_orbit_code': 4503600030023683, 'p': 53}
  • id: 9441
    {'charpoly_factorization': [[[11144211555869809638822044735409640314000, 307537061909444286696, 1], 1]], 'hecke_orbit_code': 4503600030023683, 'p': 59}
  • id: 9442
    {'charpoly_factorization': [[[38813107730946228257095074595917951211876, -594961179098503751020, 1], 1]], 'hecke_orbit_code': 4503600030023683, 'p': 61}
  • id: 9443
    {'charpoly_factorization': [[[433603634059432121997599539503367147432336, 1630225825126993264088, 1], 1]], 'hecke_orbit_code': 4503600030023683, 'p': 67}
  • id: 9444
    {'charpoly_factorization': [[[-4741312175779896881293717964129035521387456, 383942598581649272976, 1], 1]], 'hecke_orbit_code': 4503600030023683, 'p': 71}
  • id: 9445
    {'charpoly_factorization': [[[-666685506353955864075365469777029719164380, 2812202351440561692428, 1], 1]], 'hecke_orbit_code': 4503600030023683, 'p': 73}
  • id: 9446
    {'charpoly_factorization': [[[-133275564243622645369397613855250957092800, -21069388575313284880, 1], 1]], 'hecke_orbit_code': 4503600030023683, 'p': 79}
  • id: 9447
    {'charpoly_factorization': [[[48172913975390379837054816774411522224020368, 14817262080324402696024, 1], 1]], 'hecke_orbit_code': 4503600030023683, 'p': 83}
  • id: 9448
    {'charpoly_factorization': [[[204175357299060740568865479893655861272487780, 43449805260884456557164, 1], 1]], 'hecke_orbit_code': 4503600030023683, 'p': 89}
  • id: 9449
    {'charpoly_factorization': [[[1066496513920101941686116577935158941895085316, -107136573045242168450692, 1], 1]], 'hecke_orbit_code': 4503600030023683, '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': '3.24.a.b', 'level': 3, 'portrait': 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', 'weight': 24}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 77608000
    {'hecke_orbit_code': 4503600030023683, 'n': 1, 'trace_an': 2}
  • id: 77608001
    {'hecke_orbit_code': 4503600030023683, 'n': 2, 'trace_an': -1242}
  • id: 77608002
    {'hecke_orbit_code': 4503600030023683, 'n': 3, 'trace_an': -354294}
  • id: 77608003
    {'hecke_orbit_code': 4503600030023683, 'n': 4, 'trace_an': -6458716}
  • id: 77608004
    {'hecke_orbit_code': 4503600030023683, 'n': 5, 'trace_an': -46808820}
  • id: 77608005
    {'hecke_orbit_code': 4503600030023683, 'n': 6, 'trace_an': 220016574}
  • id: 77608006
    {'hecke_orbit_code': 4503600030023683, 'n': 7, 'trace_an': -211963904}
  • id: 77608007
    {'hecke_orbit_code': 4503600030023683, 'n': 8, 'trace_an': 2571869016}
  • id: 77608008
    {'hecke_orbit_code': 4503600030023683, 'n': 9, 'trace_an': 62762119218}
  • id: 77608009
    {'hecke_orbit_code': 4503600030023683, 'n': 10, 'trace_an': 627869790180}
  • id: 77608010
    {'hecke_orbit_code': 4503600030023683, 'n': 11, 'trace_an': 1468972366488}
  • id: 77608011
    {'hecke_orbit_code': 4503600030023683, 'n': 12, 'trace_an': 1144142163252}
  • id: 77608012
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