Embedded newform data - 54.8.e.b.7.11

Formats: - HTML - YAML - JSON - 2024-06-17T05:35:44.038521

• 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': 3456, 'analytic_conductor': 16.868791376142575, 'analytic_rank': 0, 'analytic_rank_proved': True, 'char_conductor': 27, 'char_degree': 6, 'char_is_minimal': True, 'char_is_real': False, 'char_orbit_index': 5, 'char_orbit_label': 'e', 'char_order': 9, 'char_parity': 1, 'char_values': [54, 9, [29], [8]], 'cm_discs': [], 'conrey_index': 7, 'dim': 66, 'has_non_self_twist': 1, 'hecke_cutters': [[5, [216217851068268101662483402905411549397026566839652333879396206956479928325806692664643226935216858707218215634700433351099491119384765625000000000000, 415054841264994405383976404520393561645705350857409505749079286109126338667328535817018940268068643325032285669506161659955978393554687500000000000000, 338261990264339378652838949718133688636569188330884666104702398290256212689887536527925847578385055736255028307642526859417557716369628906250000000000, 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'level_is_squarefree': False, 'level_primes': [2, 3], 'level_radical': 6, 'minimal_twist': '54.8.e.b', 'prim_orbit_index': 5, 'related_objects': [], 'relative_dim': 11, 'rm_discs': [], 'sato_tate_group': '7.2.3.c9', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '54.8.e', 'trace_display': [0, 0, 213, -1677], 'traces': [66, 0, 0, 0, 213, -1320, -1677, 16896, 6468, -3000, -2523, -5376, -9924, 13416, -15084, 0, 29478, 22848, -61731, -27264, -36372, 20184, 255234, 0, 558999, -316368, -51597, 263424, 132153, 610632, 776898, 0, 645795, 387840, -321081, -314688, -759795, 174504, -84012, -109056, 349287, 313752, -1043622, 255552, 845496, -524472, 1280709, -872448, 1011003, -1537704, -7812153, -635136, -2951976, -1256832, 2539854, 858624, -3973923, -47496, 639426, -94464, 1639350, 2859936, 6955635, -8650752, -4119567, 712512, -6408441, -1634496, -1007298, 2380872, 3531612, 6623232, -6666213, 7873368, 16535910, -1396032, -8256489, -4117104, -22540695, -3072000, -13134636, 3798096, 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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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-0.48522318334392944, -0.10143987372231887, 0.022404620665942617, -0.19800231579110888, 0.042112903191642556, -0.31607486162053267, -0.22110261201634968, -0.23040448379749362, -0.26907096625071614, 0.10573661665148469, -0.15871655691407324, -0.1126552096742622, -0.48007817177122486, -0.18431471496440452, 0.09108445934953367, -0.12088989212989609, -0.010722761364800049, -0.2234199572810103, -0.24503973954433655, -0.4805784905296852, -0.4573260453357563, -0.31145905540306157, -0.3338346687625161, -0.030336557528392594, -0.33301985477016927, 0.07563860685017343, -0.30453772171308074, -0.3682775443131945, -0.2528070696074072, -0.40073246930851975, -0.038927245196904846, -0.24781987050741927, -0.048301774686163965, -0.31897768282174616, -0.48065032764049354, -0.27331955984666495], 'char_orbit_index': 5, 'conrey_index': 7, 'dual_conrey_index': 31, 'dual_embedding_index': 11, 'dual_embedding_m': 44, 'embedding_index': 11, 'embedding_m': 11, 'hecke_orbit': 2, 'hecke_orbit_code': 4503874639495222, 'label': '54.8.e.b.7.11', 'level': 54, 'weight': 8}
• 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': 3456, 'analytic_conductor': 16.868791376142575, 'char_conductor': 27, 'char_degree': 6, 'char_is_real': False, 'char_orbit_index': 5, 'char_orbit_label': 'e', 'char_order': 9, 'char_parity': 1, 'char_values': [54, 9, [29], [8]], 'conrey_index': 7, 'cusp_dim': 366, 'dim': 126, 'eis_dim': 24, 'eis_new_dim': 0, 'hecke_cutter_primes': [5], 'hecke_orbit_code': 275012124726, 'hecke_orbit_dims': [60, 66], 'label': '54.8.e', 'level': 54, 'level_is_powerful': False, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_prime_square': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 3], 'level_radical': 6, 'mf_dim': 390, 'mf_new_dim': 126, 'num_forms': 2, 'prim_orbit_index': 5, 'relative_dim': 21, 'sturm_bound': 72, 'trace_bound': 1, 'trace_display': [0, 0, 426, 0], 'traces': [126, 0, 0, 0, 426, -1392, 0, 1536, 3444, 0, -18267, -2496, 0, 26832, -12762, 0, 58956, 72528, 0, -54528, 124512, -105768, 284712, 0, 215982, -632736, -575721, 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: 35158578
    {'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 7, 'source_dim': 66, 'source_embedding_index': 11, 'source_hecke_orbit_code': 4503874639495222, 'source_is_minimal': True, 'source_label': '54.8.e.b.7.11', 'source_level': 54, 'target_conrey_index': 7, 'target_dim': 66, 'target_embedding_index': 11, 'target_hecke_orbit_code': 4503874639495222, 'target_is_minimal': True, 'target_label': '54.8.e.b.7.11', 'target_level': 54, 'twist_class_label': '54.8.e.b.7.11', 'twist_class_level': 54, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 8}
  • id: 35158579
    {'conductor': 27, 'degree': 6, 'order': 9, 'parity': 1, 'source_conrey_index': 7, 'source_dim': 66, 'source_embedding_index': 11, 'source_hecke_orbit_code': 4503874639495222, 'source_is_minimal': True, 'source_label': '54.8.e.b.7.11', 'source_level': 54, 'target_conrey_index': 31, 'target_dim': 66, 'target_embedding_index': 11, 'target_hecke_orbit_code': 4503874639495222, 'target_is_minimal': True, 'target_label': '54.8.e.b.31.11', 'target_level': 54, 'twist_class_label': '54.8.e.b.7.11', 'twist_class_level': 54, 'twisting_char_label': '27.4', 'twisting_conrey_index': 4, 'weight': 8}
• hecke_orbit_code 4503874639495222 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': 5, 'hecke_orbit': 2, 'label': '54.8.e.b', 'level': 54, 'portrait': 'data:image/png;base64,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', 'weight': 8}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 22258669
    {'hecke_orbit_code': 4503874639495222, 'n': 1, 'trace_an': 66}
  • id: 22258670
    {'hecke_orbit_code': 4503874639495222, 'n': 2, 'trace_an': 0}
  • id: 22258671
    {'hecke_orbit_code': 4503874639495222, 'n': 3, 'trace_an': 0}
  • id: 22258672
    {'hecke_orbit_code': 4503874639495222, 'n': 4, 'trace_an': 0}
  • id: 22258673
    {'hecke_orbit_code': 4503874639495222, 'n': 5, 'trace_an': 213}
  • id: 22258674
    {'hecke_orbit_code': 4503874639495222, 'n': 6, 'trace_an': -1320}
  • id: 22258675
    {'hecke_orbit_code': 4503874639495222, 'n': 7, 'trace_an': -1677}
  • id: 22258676
    {'hecke_orbit_code': 4503874639495222, 'n': 8, 'trace_an': 16896}
  • id: 22258677
    {'hecke_orbit_code': 4503874639495222, 'n': 9, 'trace_an': 6468}
  • id: 22258678
    {'hecke_orbit_code': 4503874639495222, 'n': 10, 'trace_an': -3000}
  • id: 22258679
    {'hecke_orbit_code': 4503874639495222, 'n': 11, 'trace_an': -2523}
  • id: 22258680
    {'hecke_orbit_code': 4503874639495222, 'n': 12, 'trace_an': -5376}
  • id: 22258681
    {'hecke_orbit_code': 4503874639495222, 'n': 13, 'trace_an': -9924}
  • id: 22258682
    {'hecke_orbit_code': 4503874639495222, 'n': 14, 'trace_an': 13416}
  • id: 22258683
    {'hecke_orbit_code': 4503874639495222, 'n': 15, 'trace_an': -15084}
  • id: 22258684
    {'hecke_orbit_code': 4503874639495222, 'n': 16, 'trace_an': 0}
  • id: 22258685
    {'hecke_orbit_code': 4503874639495222, 'n': 17, 'trace_an': 29478}
  • id: 22258686
    {'hecke_orbit_code': 4503874639495222, 'n': 18, 'trace_an': 22848}
  • id: 22258687
    {'hecke_orbit_code': 4503874639495222, 'n': 19, 'trace_an': -61731}
  • id: 22258688
    {'hecke_orbit_code': 4503874639495222, 'n': 20, 'trace_an': -27264}
  • id: 22258689
    {'hecke_orbit_code': 4503874639495222, 'n': 21, 'trace_an': -36372}
  • id: 22258690
    {'hecke_orbit_code': 4503874639495222, 'n': 22, 'trace_an': 20184}
  • id: 22258691
    {'hecke_orbit_code': 4503874639495222, 'n': 23, 'trace_an': 255234}
  • id: 22258692
    {'hecke_orbit_code': 4503874639495222, 'n': 24, 'trace_an': 0}
  • id: 22258693
    {'hecke_orbit_code': 4503874639495222, 'n': 25, 'trace_an': 558999}
  • id: 22258694
    {'hecke_orbit_code': 4503874639495222, 'n': 26, 'trace_an': -316368}
  • id: 22258695
    {'hecke_orbit_code': 4503874639495222, 'n': 27, 'trace_an': -51597}
  • id: 22258696
    {'hecke_orbit_code': 4503874639495222, 'n': 28, 'trace_an': 263424}
  • id: 22258697
    {'hecke_orbit_code': 4503874639495222, 'n': 29, 'trace_an': 132153}
  • id: 22258698
    {'hecke_orbit_code': 4503874639495222, 'n': 30, 'trace_an': 610632}
  • id: 22258699
    {'hecke_orbit_code': 4503874639495222, 'n': 31, 'trace_an': 776898}
  • id: 22258700
    {'hecke_orbit_code': 4503874639495222, 'n': 32, 'trace_an': 0}
  • id: 22258701
    {'hecke_orbit_code': 4503874639495222, 'n': 33, 'trace_an': 645795}
  • id: 22258702
    {'hecke_orbit_code': 4503874639495222, 'n': 34, 'trace_an': 387840}
  • id: 22258703
    {'hecke_orbit_code': 4503874639495222, 'n': 35, 'trace_an': -321081}
  • id: 22258704
    {'hecke_orbit_code': 4503874639495222, 'n': 36, 'trace_an': -314688}
  • id: 22258705
    {'hecke_orbit_code': 4503874639495222, 'n': 37, 'trace_an': -759795}
  • id: 22258706
    {'hecke_orbit_code': 4503874639495222, 'n': 38, 'trace_an': 174504}
  • id: 22258707
    {'hecke_orbit_code': 4503874639495222, 'n': 39, 'trace_an': -84012}
  • id: 22258708
    {'hecke_orbit_code': 4503874639495222, 'n': 40, 'trace_an': -109056}
  • id: 22258709
    {'hecke_orbit_code': 4503874639495222, 'n': 41, 'trace_an': 349287}
  • id: 22258710
    {'hecke_orbit_code': 4503874639495222, 'n': 42, 'trace_an': 313752}
  • id: 22258711
    {'hecke_orbit_code': 4503874639495222, 'n': 43, 'trace_an': -1043622}
  • id: 22258712
    {'hecke_orbit_code': 4503874639495222, 'n': 44, 'trace_an': 255552}
  • id: 22258713
    {'hecke_orbit_code': 4503874639495222, 'n': 45, 'trace_an': 845496}
  • id: 22258714
    {'hecke_orbit_code': 4503874639495222, 'n': 46, 'trace_an': -524472}
  • id: 22258715
    {'hecke_orbit_code': 4503874639495222, 'n': 47, 'trace_an': 1280709}
  • id: 22258716
    {'hecke_orbit_code': 4503874639495222, 'n': 48, 'trace_an': -872448}
  • id: 22258717
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    {'hecke_orbit_code': 4503874639495222, 'n': 853, 'trace_an': 80510941161}
  • id: 22258905
    {'hecke_orbit_code': 4503874639495222, 'n': 857, 'trace_an': -99626694282}
  • id: 22258906
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  • id: 22258907
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  • id: 22258908
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  • id: 22258909
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  • id: 22258910
    {'hecke_orbit_code': 4503874639495222, 'n': 883, 'trace_an': -60646964589}
  • id: 22258911
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  • id: 22258912
    {'hecke_orbit_code': 4503874639495222, 'n': 907, 'trace_an': 220994095854}
  • id: 22258913
    {'hecke_orbit_code': 4503874639495222, 'n': 911, 'trace_an': 179340081453}
  • id: 22258914
    {'hecke_orbit_code': 4503874639495222, 'n': 919, 'trace_an': 18655863720}
  • id: 22258915
    {'hecke_orbit_code': 4503874639495222, 'n': 929, 'trace_an': 62207858898}
  • id: 22258916
    {'hecke_orbit_code': 4503874639495222, 'n': 937, 'trace_an': -100930684938}
  • id: 22258917
    {'hecke_orbit_code': 4503874639495222, 'n': 941, 'trace_an': -105773350911}
  • id: 22258918
    {'hecke_orbit_code': 4503874639495222, 'n': 947, 'trace_an': -41116729446}
  • id: 22258919
    {'hecke_orbit_code': 4503874639495222, 'n': 953, 'trace_an': -99753341040}
  • id: 22258920
    {'hecke_orbit_code': 4503874639495222, 'n': 961, 'trace_an': 105581279088}
  • id: 22258921
    {'hecke_orbit_code': 4503874639495222, 'n': 967, 'trace_an': -469464387003}
  • id: 22258922
    {'hecke_orbit_code': 4503874639495222, 'n': 971, 'trace_an': 60757678134}
  • id: 22258923
    {'hecke_orbit_code': 4503874639495222, 'n': 977, 'trace_an': 340840856010}
  • id: 22258924
    {'hecke_orbit_code': 4503874639495222, 'n': 983, 'trace_an': 5475129114}
  • id: 22258925
    {'hecke_orbit_code': 4503874639495222, 'n': 991, 'trace_an': -15043748484}
  • id: 22258926
    {'hecke_orbit_code': 4503874639495222, 'n': 997, 'trace_an': 129275664597}