Newform data - 3.28.a.b

Formats: - HTML - YAML - JSON - 2023-05-28T23:18:03.255496

• 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': 2352, 'analytic_conductor': 13.855667245141523, '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': 30001, 'field_disc_factorization': [[19, 1], [1579, 1]], 'field_poly': [-7500, -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, [-2628288, -21582, 1]]], 'hecke_orbit': 2, 'hecke_orbit_code': 4503600097132547, 'hecke_ring_generator_nbound': 2, 'hecke_ring_index': 126, 'hecke_ring_index_factorization': [[2, 1], [3, 2], [7, 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': '3.28.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': '3.28.a.b', 'nf_label': '2.2.30001.1', 'prim_orbit_index': 1, 'qexp_display': 'q+(10791-\\beta )q^{2}-3^{13}q^{3}+(101301922+\\cdots)q^{4}+\\cdots', 'related_objects': [], 'relative_dim': 2, 'rm_discs': [], 'sato_tate_group': '27.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '3.28.a', 'trace_display': [21582, -3188646, -1771946100, 369665199904], 'trace_hash': 415355562773468800, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.012', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.969', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.040', 'prec': 17}, {'__RealLiteral__': 0, 'data': '9.603', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.163', 'prec': 17}, {'__RealLiteral__': 0, 'data': '64.596', 'prec': 20}], 'trace_zratio': 0, 'traces': [2, 21582, -3188646, 202603844, -1771946100, -34408678986, 369665199904, 4429319872824, 5083731656658, -14929666656300, 75762335668248, -323015968377612, -103021079177588, 8271467686583136, 2825054421990300, 68227529433700880, 34691611579147908, 54858548306996478, 111620476558642216, -89042670767082600, -589365730506544992, 2748035308851015336, -2892743075819387952, -7061766547600378152, -13257495997920171250, -28709486590882989996, -8105110306037952534, 129870778968981827392, 29959552473322806972, 23802710932472184900, 10367463257055494032, 493234742263884106464, -120789634289608156104, -775764702062031404772, -252142979584030920000, 514991787751699496676, -3703660908819524869316, 1874664150379356981528, 164248876017649632924, -3086079750063749300400, 1481814928479478034772, -13187391176476285136928, 9778778623457380249240, 49338574711945832880432, -4504049241230841066900, 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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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[6349619101377250826994967489762609960064, 780808295263635289817951331171360960], [7667566745940250487062232427746141738796, -1781382297200676488109026823385936512], [-39693213007618309689178102632084164224926, 410354656627823969534982059040941440], [-28241485018694565575216758190418529124136, -380308204879442505697232147620546048], [-284119415282211156514280274535663502488, 80763044913224692373413438432176960], [21209690309102885139698345832296694488126, -3335009721262238924340692065820718336]], 'char_orbit_index': 1, 'field_poly': [-7500, -1, 1], 'hecke_orbit_code': 4503600097132547, 'hecke_ring_cyclotomic_generator': 0, 'hecke_ring_denominators': [1, 1], 'hecke_ring_inverse_denominators': [1, 126], 'hecke_ring_inverse_numerators': [[1, 0], [63, 1]], 'hecke_ring_numerators': [[1, 0], [-63, 126]], 'hecke_ring_power_basis': False, 'hecke_ring_rank': 2, 'label': '3.28.a.b', 'level': 3, 'maxp': 997, 'weight': 28}
• 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]], 2, 1], [[[3, 1]], 2, 1]], 'Nk2': 2352, 'analytic_conductor': 13.855667245141523, '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': 8, 'dim': 4, 'eis_dim': 2, 'eis_new_dim': 0, 'hecke_cutter_primes': [2], 'hecke_orbit_code': 469762051, 'hecke_orbit_dims': [2, 2], 'label': '3.28.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': 10, 'mf_new_dim': 4, 'num_forms': 2, 'plus_dim': 2, 'prim_orbit_index': 1, 'relative_dim': 4, 'sturm_bound': 9, 'trace_bound': 2, 'trace_display': [24750, 0, -6678011160, 218008110320], 'traces': [4, 24750, 0, 207468868, -6678011160, -29357863722, 218008110320, 4861742850360, 10167463313316, -75348605607660, 116617327795296, -315259548718860, 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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: 941
    {'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': '3.28.a.b', 'source_level': 3, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 2, 'target_is_minimal': True, 'target_label': '3.28.a.b', 'target_level': 3, 'twist_class_label': '3.28.a.b', 'twist_class_level': 3, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 28}
  • id: 942
    {'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': '3.28.a.b', 'source_level': 3, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 2, 'target_is_minimal': False, 'target_label': '9.28.a.b', 'target_level': 9, 'twist_class_label': '3.28.a.b', 'twist_class_level': 3, 'twisting_char_label': '3.b', 'twisting_char_orbit': 2, 'weight': 28}
  • id: 943
    {'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': '3.28.a.b', 'source_level': 3, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 5, 'target_is_minimal': False, 'target_label': '48.28.a.e', 'target_level': 48, 'twist_class_label': '3.28.a.b', 'twist_class_level': 3, 'twisting_char_label': '4.b', 'twisting_char_orbit': 2, 'weight': 28}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 9575
    {'charpoly_factorization': [[[-2628288, -21582, 1], 1]], 'hecke_orbit_code': 4503600097132547, 'p': 2}
  • id: 9576
    {'charpoly_factorization': [[[1594323, 1], 2]], 'hecke_orbit_code': 4503600097132547, 'p': 3}
  • id: 9577
    {'charpoly_factorization': [[[748063892688862500, 1771946100, 1], 1]], 'hecke_orbit_code': 4503600097132547, 'p': 5}
  • id: 9578
    {'charpoly_factorization': [[[-4340371263682844122880, -369665199904, 1], 1]], 'hecke_orbit_code': 4503600097132547, 'p': 7}
  • id: 9579
    {'charpoly_factorization': [[[-6389498603120162943945940848, -75762335668248, 1], 1]], 'hecke_orbit_code': 4503600097132547, 'p': 11}
  • id: 9580
    {'charpoly_factorization': [[[-1596432101338246535743919270108, 103021079177588, 1], 1]], 'hecke_orbit_code': 4503600097132547, 'p': 13}
  • id: 9581
    {'charpoly_factorization': [[[-2476347036073106231505021564805884, -34691611579147908, 1], 1]], 'hecke_orbit_code': 4503600097132547, 'p': 17}
  • id: 9582
    {'charpoly_factorization': [[[2171829758473025469383471345480080, -111620476558642216, 1], 1]], 'hecke_orbit_code': 4503600097132547, 'p': 19}
  • id: 9583
    {'charpoly_factorization': [[[-1739135432770228324313475355282415040, 2892743075819387952, 1], 1]], 'hecke_orbit_code': 4503600097132547, 'p': 23}
  • id: 9584
    {'charpoly_factorization': [[[-1579804585965708628403270593827281398140, -29959552473322806972, 1], 1]], 'hecke_orbit_code': 4503600097132547, 'p': 29}
  • id: 9585
    {'charpoly_factorization': [[[-10578703753934794363831836536379029259200, -10367463257055494032, 1], 1]], 'hecke_orbit_code': 4503600097132547, 'p': 31}
  • id: 9586
    {'charpoly_factorization': [[[3426884552526412639409080167591265870175620, 3703660908819524869316, 1], 1]], 'hecke_orbit_code': 4503600097132547, 'p': 37}
  • id: 9587
    {'charpoly_factorization': [[[-34504197823512071400284178603153187632181020, -1481814928479478034772, 1], 1]], 'hecke_orbit_code': 4503600097132547, 'p': 41}
  • id: 9588
    {'charpoly_factorization': [[[9031669858042942246399897495158794070687376, -9778778623457380249240, 1], 1]], 'hecke_orbit_code': 4503600097132547, 'p': 43}
  • id: 9589
    {'charpoly_factorization': [[[1619518321800003939544858775653408625353073664, -89494998518809740323520, 1], 1]], 'hecke_orbit_code': 4503600097132547, 'p': 47}
  • id: 9590
    {'charpoly_factorization': [[[45298237386218569760745654431708458288995197220, -425671275824601813476748, 1], 1]], 'hecke_orbit_code': 4503600097132547, 'p': 53}
  • id: 9591
    {'charpoly_factorization': [[[-750087467899589171167763578101073947453016230000, -369418769643380130292824, 1], 1]], 'hecke_orbit_code': 4503600097132547, 'p': 59}
  • id: 9592
    {'charpoly_factorization': [[[88608319181812587337803577750263955030359719716, -925133397428892745249420, 1], 1]], 'hecke_orbit_code': 4503600097132547, 'p': 61}
  • id: 9593
    {'charpoly_factorization': [[[4157416884573458798065159028399246466084844544656, -4151706674555213948132968, 1], 1]], 'hecke_orbit_code': 4503600097132547, 'p': 67}
  • id: 9594
    {'charpoly_factorization': [[[-41238793453017535084833156033107645174099804991936, -9760455855870867537668784, 1], 1]], 'hecke_orbit_code': 4503600097132547, 'p': 71}
  • id: 9595
    {'charpoly_factorization': [[[156647932223951904236724371740911184026414294419620, -28449956347640075157409588, 1], 1]], 'hecke_orbit_code': 4503600097132547, 'p': 73}
  • id: 9596
    {'charpoly_factorization': [[[4393171542720735106096605425201072908032978971200, 49553221898675501744231120, 1], 1]], 'hecke_orbit_code': 4503600097132547, 'p': 79}
  • id: 9597
    {'charpoly_factorization': [[[3605386542611967712172595535431345802912227278102928, 120473408203228735926347736, 1], 1]], 'hecke_orbit_code': 4503600097132547, 'p': 83}
  • id: 9598
    {'charpoly_factorization': [[[-45026813920164268731507781286862742358775990469909020, -205644052209697133056985556, 1], 1]], 'hecke_orbit_code': 4503600097132547, 'p': 89}
  • id: 9599
    {'charpoly_factorization': [[[442013022000318245941320588664428598066443103499630596, 1478339006400409594836427772, 1], 1]], 'hecke_orbit_code': 4503600097132547, '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': '3.28.a.b', 'level': 3, 'portrait': 'data:image/png;base64,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', 'weight': 28}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 77732000
    {'hecke_orbit_code': 4503600097132547, 'n': 1, 'trace_an': 2}
  • id: 77732001
    {'hecke_orbit_code': 4503600097132547, 'n': 2, 'trace_an': 21582}
  • id: 77732002
    {'hecke_orbit_code': 4503600097132547, 'n': 3, 'trace_an': -3188646}
  • id: 77732003
    {'hecke_orbit_code': 4503600097132547, 'n': 4, 'trace_an': 202603844}
  • id: 77732004
    {'hecke_orbit_code': 4503600097132547, 'n': 5, 'trace_an': -1771946100}
  • id: 77732005
    {'hecke_orbit_code': 4503600097132547, 'n': 6, 'trace_an': -34408678986}
  • id: 77732006
    {'hecke_orbit_code': 4503600097132547, 'n': 7, 'trace_an': 369665199904}
  • id: 77732007
    {'hecke_orbit_code': 4503600097132547, 'n': 8, 'trace_an': 4429319872824}
  • id: 77732008
    {'hecke_orbit_code': 4503600097132547, 'n': 9, 'trace_an': 5083731656658}
  • id: 77732009
    {'hecke_orbit_code': 4503600097132547, 'n': 10, 'trace_an': -14929666656300}
  • id: 77732010
    {'hecke_orbit_code': 4503600097132547, 'n': 11, 'trace_an': 75762335668248}
  • id: 77732011
    {'hecke_orbit_code': 4503600097132547, 'n': 12, 'trace_an': -323015968377612}
  • id: 77732012
    {'hecke_orbit_code': 4503600097132547, 'n': 13, 'trace_an': -103021079177588}
  • id: 77732013
    {'hecke_orbit_code': 4503600097132547, 'n': 14, 'trace_an': 8271467686583136}
  • id: 77732014
    {'hecke_orbit_code': 4503600097132547, 'n': 15, 'trace_an': 2825054421990300}
  • id: 77732015
    {'hecke_orbit_code': 4503600097132547, 'n': 16, 'trace_an': 68227529433700880}
  • id: 77732016
    {'hecke_orbit_code': 4503600097132547, 'n': 17, 'trace_an': 34691611579147908}
  • id: 77732017
    {'hecke_orbit_code': 4503600097132547, 'n': 18, 'trace_an': 54858548306996478}
  • id: 77732018
    {'hecke_orbit_code': 4503600097132547, 'n': 19, 'trace_an': 111620476558642216}
  • id: 77732019
    {'hecke_orbit_code': 4503600097132547, 'n': 20, 'trace_an': -89042670767082600}
  • id: 77732020
    {'hecke_orbit_code': 4503600097132547, 'n': 21, 'trace_an': -589365730506544992}
  • id: 77732021
    {'hecke_orbit_code': 4503600097132547, 'n': 22, 'trace_an': 2748035308851015336}
  • id: 77732022
    {'hecke_orbit_code': 4503600097132547, 'n': 23, 'trace_an': -2892743075819387952}
  • id: 77732023
    {'hecke_orbit_code': 4503600097132547, 'n': 24, 'trace_an': -7061766547600378152}
  • id: 77732024
    {'hecke_orbit_code': 4503600097132547, 'n': 25, 'trace_an': -13257495997920171250}
  • id: 77732025
    {'hecke_orbit_code': 4503600097132547, 'n': 26, 'trace_an': -28709486590882989996}
  • id: 77732026
    {'hecke_orbit_code': 4503600097132547, 'n': 27, 'trace_an': -8105110306037952534}
  • id: 77732027
    {'hecke_orbit_code': 4503600097132547, 'n': 28, 'trace_an': 129870778968981827392}
  • id: 77732028
    {'hecke_orbit_code': 4503600097132547, 'n': 29, 'trace_an': 29959552473322806972}
  • id: 77732029
    {'hecke_orbit_code': 4503600097132547, 'n': 30, 'trace_an': 23802710932472184900}
  • id: 77732030
    {'hecke_orbit_code': 4503600097132547, 'n': 31, 'trace_an': 10367463257055494032}
  • id: 77732031
    {'hecke_orbit_code': 4503600097132547, 'n': 32, 'trace_an': 493234742263884106464}
  • id: 77732032
    {'hecke_orbit_code': 4503600097132547, 'n': 33, 'trace_an': -120789634289608156104}
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  • id: 77732944
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  • id: 77732947
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  • id: 77732992
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  • id: 77732996
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  • id: 77732998
    {'hecke_orbit_code': 4503600097132547, 'n': 999, 'trace_an': 15009290101071510314441429344081280523372}
  • id: 77732999
    {'hecke_orbit_code': 4503600097132547, 'n': 1000, 'trace_an': 44476296591125877439120534761485368500000}