Embedded newform data - 9.76.c.a.4.9

Formats: - HTML - YAML - JSON - 2024-06-15T19:27:27.520185

• 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': 51984, 'analytic_conductor': 320.60555353975855, 'analytic_rank': 0, 'analytic_rank_proved': True, 'char_conductor': 9, 'char_degree': 2, 'char_is_minimal': True, 'char_is_real': False, 'char_orbit_index': 3, 'char_orbit_label': 'c', 'char_order': 3, 'char_parity': 1, 'char_values': [9, 3, [2], [1]], 'cm_discs': [], 'conrey_index': 4, 'dim': 148, 'has_non_self_twist': 1, 'hecke_cutters': [], 'hecke_orbit': 1, 'hecke_orbit_code': 138714021897, 'inner_twist_count': 2, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1], [1, 1, 9, 3, 1, 3, 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': '9.76.c.a', 'level': 9, 'level_is_powerful': True, 'level_is_prime': False, 'level_is_prime_power': True, 'level_is_prime_square': True, 'level_is_square': True, 'level_is_squarefree': False, 'level_primes': [3], 'level_radical': 3, 'minimal_twist': '9.76.c.a', 'prim_orbit_index': 3, 'related_objects': [], 'relative_dim': 74, 'rm_discs': [], 'sato_tate_group': '75.2.3.c3', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '9.76.c', 'trace_display': [-137438953473, 785092363818710037, -128851949435224459885424655, 2305169592807634547412733660793], 'traces': [148, -137438953473, 785092363818710037, -1378931012997936402399233, -128851949435224459885424655, 538792206380571785448697304391, 2305169592807634547412733660793, 24179496392511120352908521695703106, 330787849704966093938607389501153829, 75557863725914323419132, -2767994933515620142780096432021389904410, -47044304081482205007390492810639093307116, -139390281420522323079758773688013111311509, 8919144038851975589773678716118005669511344, 358324847005821303530710305645081906493501947, -25333646545530787888784613736660401627955462145, 51619841197092885358655411162504881736082688758, -231245821683391716445258420889816560875867746244, 376186276509372480820955650066874010953301296246, 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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': 138714021897, 'label': '9.76.c.a.4.9', 'level': 9, 'weight': 76}
• 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': 51984, 'analytic_conductor': 320.60555353975855, 'char_conductor': 9, 'char_degree': 2, 'char_is_real': False, 'char_orbit_index': 3, 'char_orbit_label': 'c', 'char_order': 3, 'char_parity': 1, 'char_values': [9, 3, [2], [1]], 'conrey_index': 4, 'cusp_dim': 148, 'dim': 148, 'eis_dim': 4, 'eis_new_dim': 4, 'hecke_orbit_code': 138714021897, 'hecke_orbit_dims': [148], 'label': '9.76.c', 'level': 9, 'level_is_powerful': True, 'level_is_prime': False, 'level_is_prime_power': True, 'level_is_prime_square': True, 'level_is_square': True, 'level_is_squarefree': False, 'level_primes': [3], 'level_radical': 3, 'mf_dim': 152, 'mf_new_dim': 152, 'num_forms': 1, 'prim_orbit_index': 3, 'relative_dim': 74, 'sturm_bound': 76, 'trace_bound': 0, 'trace_display': [-137438953473, 785092363818710037, -128851949435224459885424655, 2305169592807634547412733660793], 'traces': [148, -137438953473, 785092363818710037, -1378931012997936402399233, -128851949435224459885424655, 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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: 1748715
    {'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 4, 'source_dim': 148, 'source_embedding_index': 9, 'source_hecke_orbit_code': 138714021897, 'source_is_minimal': True, 'source_label': '9.76.c.a.4.9', 'source_level': 9, 'target_conrey_index': 4, 'target_dim': 148, 'target_embedding_index': 9, 'target_hecke_orbit_code': 138714021897, 'target_is_minimal': True, 'target_label': '9.76.c.a.4.9', 'target_level': 9, 'twist_class_label': '9.76.c.a.4.9', 'twist_class_level': 9, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 76}
  • id: 1748716
    {'conductor': 9, 'degree': 2, 'order': 3, 'parity': 1, 'source_conrey_index': 4, 'source_dim': 148, 'source_embedding_index': 9, 'source_hecke_orbit_code': 138714021897, 'source_is_minimal': True, 'source_label': '9.76.c.a.4.9', 'source_level': 9, 'target_conrey_index': 7, 'target_dim': 148, 'target_embedding_index': 9, 'target_hecke_orbit_code': 138714021897, 'target_is_minimal': True, 'target_label': '9.76.c.a.7.9', 'target_level': 9, 'twist_class_label': '9.76.c.a.4.9', 'twist_class_level': 9, 'twisting_char_label': '9.7', 'twisting_conrey_index': 7, 'weight': 76}
• hecke_orbit_code 138714021897 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': 3, 'hecke_orbit': 1, 'label': '9.76.c.a', 'level': 9, 'portrait': 'data:image/png;base64,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', 'weight': 76}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 6403895
    {'hecke_orbit_code': 138714021897, 'n': 1, 'trace_an': 148}
  • id: 6403896
    {'hecke_orbit_code': 138714021897, 'n': 2, 'trace_an': -137438953473}
  • id: 6403897
    {'hecke_orbit_code': 138714021897, 'n': 3, 'trace_an': 785092363818710037}
  • id: 6403898
    {'hecke_orbit_code': 138714021897, 'n': 4, 'trace_an': -1378931012997936402399233}
  • id: 6403899
    {'hecke_orbit_code': 138714021897, 'n': 5, 'trace_an': -128851949435224459885424655}
  • id: 6403900
    {'hecke_orbit_code': 138714021897, 'n': 6, 'trace_an': 538792206380571785448697304391}
  • id: 6403901
    {'hecke_orbit_code': 138714021897, 'n': 7, 'trace_an': 2305169592807634547412733660793}
  • id: 6403902
    {'hecke_orbit_code': 138714021897, 'n': 8, 'trace_an': 24179496392511120352908521695703106}
  • id: 6403903
    {'hecke_orbit_code': 138714021897, 'n': 9, 'trace_an': 330787849704966093938607389501153829}
  • id: 6403904
    {'hecke_orbit_code': 138714021897, 'n': 10, 'trace_an': 75557863725914323419132}
  • id: 6403905
    {'hecke_orbit_code': 138714021897, 'n': 11, 'trace_an': -2767994933515620142780096432021389904410}
  • id: 6403906
    {'hecke_orbit_code': 138714021897, 'n': 12, 'trace_an': -47044304081482205007390492810639093307116}
  • id: 6403907
    {'hecke_orbit_code': 138714021897, 'n': 13, 'trace_an': -139390281420522323079758773688013111311509}
  • id: 6403908
    {'hecke_orbit_code': 138714021897, 'n': 14, 'trace_an': 8919144038851975589773678716118005669511344}
  • id: 6403909
    {'hecke_orbit_code': 138714021897, 'n': 15, 'trace_an': 358324847005821303530710305645081906493501947}
  • id: 6403910
    {'hecke_orbit_code': 138714021897, 'n': 16, 'trace_an': -25333646545530787888784613736660401627955462145}
  • id: 6403911
    {'hecke_orbit_code': 138714021897, 'n': 17, 'trace_an': 51619841197092885358655411162504881736082688758}
  • id: 6403912
    {'hecke_orbit_code': 138714021897, 'n': 18, 'trace_an': -231245821683391716445258420889816560875867746244}
  • id: 6403913
    {'hecke_orbit_code': 138714021897, 'n': 19, 'trace_an': 376186276509372480820955650066874010953301296246}
  • id: 6403914
    {'hecke_orbit_code': 138714021897, 'n': 20, 'trace_an': 1876740194106655705103199119023810329675622676172}
  • id: 6403915
    {'hecke_orbit_code': 138714021897, 'n': 21, 'trace_an': 68316285425813680621134221104854335617951112101701}
  • id: 6403916
    {'hecke_orbit_code': 138714021897, 'n': 22, 'trace_an': -7990940323251451209224422332056483005459475726337}
  • id: 6403917
    {'hecke_orbit_code': 138714021897, 'n': 23, 'trace_an': 1268608532729634708460597334140326554835332637747327}
  • id: 6403918
    {'hecke_orbit_code': 138714021897, 'n': 24, 'trace_an': -27383784181822156909572725778410060883968330369417667}
  • id: 6403919
    {'hecke_orbit_code': 138714021897, 'n': 25, 'trace_an': -365232395367430873794456035208628215741947223042443279}
  • id: 6403920
    {'hecke_orbit_code': 138714021897, 'n': 26, 'trace_an': 1320937489535311613832699560967069494281422502064773944}
  • id: 6403921
    {'hecke_orbit_code': 138714021897, 'n': 27, 'trace_an': -1604463093180234013720796231485140407167944141265134192}
  • id: 6403922
    {'hecke_orbit_code': 138714021897, 'n': 28, 'trace_an': -348347377062465938221675435013968890919227189136195588}
  • id: 6403923
    {'hecke_orbit_code': 138714021897, 'n': 29, 'trace_an': -5040890842418468187257802956990033750954573796257224605}
  • id: 6403924
    {'hecke_orbit_code': 138714021897, 'n': 30, 'trace_an': -143334856636094400790030322484875436766907242943525523072}
  • id: 6403925
    {'hecke_orbit_code': 138714021897, 'n': 31, 'trace_an': 1438253695764865796878793147554937552106375390448065557}
  • id: 6403926
    {'hecke_orbit_code': 138714021897, 'n': 32, 'trace_an': -1161907536047113573883773091449203996351333239340281701617}
  • id: 6403927
    {'hecke_orbit_code': 138714021897, 'n': 33, 'trace_an': 2340188060591642657529453091430084989524718491332370985038}
  • id: 6403928
    {'hecke_orbit_code': 138714021897, 'n': 34, 'trace_an': -864894012047613646444727135642695267317789964963981470519}
  • id: 6403929
    {'hecke_orbit_code': 138714021897, 'n': 35, 'trace_an': 9313192358924262532544638005889399926486182409067117956006}
  • id: 6403930
    {'hecke_orbit_code': 138714021897, 'n': 36, 'trace_an': -2982604492785092948545931849359026032719931573507976568077}
  • id: 6403931
    {'hecke_orbit_code': 138714021897, 'n': 37, 'trace_an': -16940147593139755409875480635253958748231369264579962730340}
  • id: 6403932
    {'hecke_orbit_code': 138714021897, 'n': 38, 'trace_an': 332566137511029659374525182791943832592596843801495411984731}
  • id: 6403933
    {'hecke_orbit_code': 138714021897, 'n': 39, 'trace_an': 314858781431918883315087097591449186871772816022678685122279}
  • id: 6403934
    {'hecke_orbit_code': 138714021897, 'n': 40, 'trace_an': -730109043792510476225129617560764744543374992808864393311864}
  • id: 6403935
    {'hecke_orbit_code': 138714021897, 'n': 41, 'trace_an': -2729763956920696748224051205661575159753520461069709339317724}
  • id: 6403936
    {'hecke_orbit_code': 138714021897, 'n': 42, 'trace_an': 28567673979634771462095480135683508801997674060733747524794994}
  • id: 6403937
    {'hecke_orbit_code': 138714021897, 'n': 43, 'trace_an': -14290602404081392545776621647805157243374356686141301665635488}
  • id: 6403938
    {'hecke_orbit_code': 138714021897, 'n': 44, 'trace_an': 561847185578843973830682186428287417890530542943962236923099610}
  • id: 6403939
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  • id: 6404150
    {'hecke_orbit_code': 138714021897, 'n': 977, 'trace_an': 109869965456763180723444749521335635588598576904888157641077189145846065515791190614584153287994403370430613894380}
  • id: 6404151
    {'hecke_orbit_code': 138714021897, 'n': 983, 'trace_an': 66465198699766305522107280593096647519220607952093329692715560078356445889080713944919828257831202628356732778367}
  • id: 6404152
    {'hecke_orbit_code': 138714021897, 'n': 991, 'trace_an': 112236317741510098299861228462447356524218190134814765316128769092408914953959633882328549949120255346168877832272}
  • id: 6404153
    {'hecke_orbit_code': 138714021897, 'n': 997, 'trace_an': -33526605058674914074658326970987032420849175643969594478684192141199441695097746755708538702187524249265612269711}