Embedded newform data - 16.9.f.a.11.12

Formats: - HTML - YAML - JSON - 2024-05-29T07:58:00.743477

• 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': 1296, 'analytic_conductor': 6.518057760978035, 'analytic_rank': 0, 'analytic_rank_proved': True, 'char_conductor': 16, 'char_degree': 2, 'char_is_minimal': True, 'char_is_real': False, 'char_orbit_index': 6, 'char_orbit_label': 'f', 'char_order': 4, 'char_parity': -1, 'char_values': [16, 4, [15, 5], [2, 3]], 'cm_discs': [], 'conrey_index': 3, 'dim': 30, 'has_non_self_twist': 1, 'hecke_cutters': [], 'hecke_orbit': 1, 'hecke_orbit_code': 343748378640, 'inner_twist_count': 2, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1], [1, 1, 16, 6, -1, 4, 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': '16.9.f.a', 'level': 16, 'level_is_powerful': True, 'level_is_prime': False, 'level_is_prime_power': True, 'level_is_prime_square': False, 'level_is_square': True, 'level_is_squarefree': False, 'level_primes': [2], 'level_radical': 2, 'minimal_twist': '16.9.f.a', 'prim_orbit_index': 6, 'related_objects': [], 'relative_dim': 15, 'rm_discs': [], 'sato_tate_group': '8.2.3.c4', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '16.9.f', 'trace_display': [-2, -2, -2, -4], 'traces': [30, -2, -2, 184, -2, 3232, -4, -8732, 0, -1860, -19778, 14068, -2, -58900, 0, 245336, -4, -223730, 167550, -135380, -13124, 985700, -845572, -800592, 0, -184760, 38656, 94136, 1066174, 1881700, 0, -3395192, -4, 1634900, 426620, 1877324, 2360254, -3010352, -7650052, 3256936, 0, -3731304, 6314814, -10360940, 794370, 1510780, 0, 4591848, 14823770, 14752710, -28969860, 4335652, 2679358, 18667040, 46326780, -36346408, 0, -1034696, -46004162, -20687200, -24476034, -64043472, 0, 50827456, -14970820, 65035780, 59474558, 74339312, 8623420, 39082496, -79832068, 929812, 0, -168043460, 88519490, -166219388, 35952572, 5059788, 0, -12904856, -66961570, 261305296, -34471682, 456781480, -107741252, 9841444, 149712636, -173775752, 0, -650366536, -76429060, -449169832, 138269056, -239278032, 0, 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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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• 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': 1296, 'analytic_conductor': 6.518057760978035, 'char_conductor': 16, 'char_degree': 2, 'char_is_real': False, 'char_orbit_index': 6, 'char_orbit_label': 'f', 'char_order': 4, 'char_parity': -1, 'char_values': [16, 4, [15, 5], [2, 3]], 'conrey_index': 3, 'cusp_dim': 30, 'dim': 30, 'eis_dim': 4, 'eis_new_dim': 4, 'hecke_cutter_primes': [], 'hecke_orbit_code': 343748378640, 'hecke_orbit_dims': [30], 'label': '16.9.f', 'level': 16, 'level_is_powerful': True, 'level_is_prime': False, 'level_is_prime_power': True, 'level_is_prime_square': False, 'level_is_square': True, 'level_is_squarefree': False, 'level_primes': [2], 'level_radical': 2, 'mf_dim': 34, 'mf_new_dim': 34, 'num_forms': 1, 'prim_orbit_index': 6, 'relative_dim': 15, 'sturm_bound': 18, 'trace_bound': 0, 'trace_display': [-2, -2, -2, -4], 'traces': [30, -2, -2, 184, -2, 3232, -4, -8732, 0, -1860, -19778, 14068, -2, -58900, 0, 245336, -4, -223730, 167550, -135380, -13124, 985700, -845572, -800592, 0, -184760, 38656, 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259718089880, 1295023460542, -344710663968, -603148818816, -11975408884, 0, -290945279936, -84718778594, 83197150032, -2009297787140, -119341705692, 215507972156, -173226034536, -2165284052228, 378888022848, 0, 362098505176, -1692253483776, 280636083040, -16639157510, 1024548817068, 0, 405441287584, 66376007420, -412240456156, 1638203475070, 11484735328, -395233034692, 247469751984, 2059631637500, 755764077108, 0, 113133265372, 2279767136768, 298530770292, 585409544638, -351206488388, 0, -819559027008, 213343978048, -965093098528, -1434182466818, -1392641932504, 48833662, -974774257820, -3090585165832, 355300937328, 0, 852663204072, -1842423203332, 1331356380728, -42398909568, 422818758004, 0, -162473015552, -785164947204, -1149929025028, 3125466534144, -1160507959484, -124453329986, -554566054624, 2652748516344, 1721877512048, 0, 1370414090368, 1982645699902, 1577909010780, -628999370112, 1313043582136, 0, 147130476152, 98186165948, -1982723106648, -2333889604610, -1110051750620, 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3446154694652, -2214314341072, 0, -456226182404, 2062984079616, 1336241962708, 351364084030, 238398326288, 0, -2274137747576, -1839080828420, -1944522654956, -1645790003332, -1517600751864, 1237679683134, -3162336027544, -6818642465788, -2276074114376, 0, -343422599712, -685805060546, -2076366018664, 838302800384, -954655742880, 0, 2322586633088, 1554442423356, 738600098228, 2697349758202, 554008939456, -2485468589568, 4117340147680, 4313162993916, 3128654587696, 0, -269347093032, 1888894993152, 1000069830864, 254281134398, 387966036140, 0, 4097594330432, -2118767781316, 1272867397946, 85092030334, 3288635350040, -2062334470852, 2113251076612, -4177260044548, -3071947577240, 0, -5208138529200, -1423896013506, -263064478848, 175870079616, -4079271436348, 0, -3612036769504, 52175422712, 1253527423028, 1175577840384, 3898496304712, 2691910215996, -3208960189632, 3830760303864, -2546015143448, 0, -1469454463848, 2342240113982, -5444872303052, -29195261246, -3576055374216, 0, 4779885045568, 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-5244998191360, 0, -5633410135936, -1752175616, -6769223813160, 956347975100, -7952676755708, 0, -3343776604224, 5955655557116, 7123964765512, 556755165308, 5018309935336, -2957437924802, -6526152115616, -5195209752832, -5243975844800], 'weight': 9, 'weight_parity': -1}
• 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: 3727101
    {'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 11, 'source_dim': 30, 'source_embedding_index': 12, 'source_hecke_orbit_code': 343748378640, 'source_is_minimal': True, 'source_label': '16.9.f.a.11.12', 'source_level': 16, 'target_conrey_index': 11, 'target_dim': 30, 'target_embedding_index': 12, 'target_hecke_orbit_code': 343748378640, 'target_is_minimal': True, 'target_label': '16.9.f.a.11.12', 'target_level': 16, 'twist_class_label': '16.9.f.a.3.12', 'twist_class_level': 16, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 9}
  • id: 3727102
    {'conductor': 4, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 11, 'source_dim': 30, 'source_embedding_index': 12, 'source_hecke_orbit_code': 343748378640, 'source_is_minimal': True, 'source_label': '16.9.f.a.11.12', 'source_level': 16, 'target_conrey_index': 15, 'target_dim': 30, 'target_embedding_index': 6, 'target_hecke_orbit_code': 343748378688, 'target_is_minimal': False, 'target_label': '64.9.f.a.15.6', 'target_level': 64, 'twist_class_label': '16.9.f.a.3.12', 'twist_class_level': 16, 'twisting_char_label': '4.3', 'twisting_conrey_index': 3, 'weight': 9}
  • id: 3727103
    {'conductor': 8, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 11, 'source_dim': 30, 'source_embedding_index': 12, 'source_hecke_orbit_code': 343748378640, 'source_is_minimal': True, 'source_label': '16.9.f.a.11.12', 'source_level': 16, 'target_conrey_index': 31, 'target_dim': 30, 'target_embedding_index': 10, 'target_hecke_orbit_code': 343748378752, 'target_is_minimal': False, 'target_label': '128.9.f.a.31.10', 'target_level': 128, 'twist_class_label': '16.9.f.a.3.12', 'twist_class_level': 16, 'twisting_char_label': '8.3', 'twisting_conrey_index': 3, 'weight': 9}
  • id: 3727104
    {'conductor': 8, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 11, 'source_dim': 30, 'source_embedding_index': 12, 'source_hecke_orbit_code': 343748378640, 'source_is_minimal': True, 'source_label': '16.9.f.a.11.12', 'source_level': 16, 'target_conrey_index': 31, 'target_dim': 30, 'target_embedding_index': 6, 'target_hecke_orbit_code': 4503943375749248, 'target_is_minimal': False, 'target_label': '128.9.f.b.31.6', 'target_level': 128, 'twist_class_label': '16.9.f.a.3.12', 'twist_class_level': 16, 'twisting_char_label': '8.5', 'twisting_conrey_index': 5, 'weight': 9}
  • id: 3727105
    {'conductor': 16, 'degree': 2, 'order': 4, 'parity': -1, 'source_conrey_index': 11, 'source_dim': 30, 'source_embedding_index': 12, 'source_hecke_orbit_code': 343748378640, 'source_is_minimal': True, 'source_label': '16.9.f.a.11.12', 'source_level': 16, 'target_conrey_index': 3, 'target_dim': 30, 'target_embedding_index': 12, 'target_hecke_orbit_code': 343748378640, 'target_is_minimal': True, 'target_label': '16.9.f.a.3.12', 'target_level': 16, 'twist_class_label': '16.9.f.a.3.12', 'twist_class_level': 16, 'twisting_char_label': '16.3', 'twisting_conrey_index': 3, 'weight': 9}
  • id: 3727106
    {'conductor': 16, 'degree': 2, 'order': 4, 'parity': 1, 'source_conrey_index': 11, 'source_dim': 30, 'source_embedding_index': 12, 'source_hecke_orbit_code': 343748378640, 'source_is_minimal': True, 'source_label': '16.9.f.a.11.12', 'source_level': 16, 'target_conrey_index': 95, 'target_dim': 30, 'target_embedding_index': 10, 'target_hecke_orbit_code': 343748378752, 'target_is_minimal': False, 'target_label': '128.9.f.a.95.10', 'target_level': 128, 'twist_class_label': '16.9.f.a.3.12', 'twist_class_level': 16, 'twisting_char_label': '16.5', 'twisting_conrey_index': 5, 'weight': 9}
  • id: 3727107
    {'conductor': 16, 'degree': 2, 'order': 4, 'parity': -1, 'source_conrey_index': 11, 'source_dim': 30, 'source_embedding_index': 12, 'source_hecke_orbit_code': 343748378640, 'source_is_minimal': True, 'source_label': '16.9.f.a.11.12', 'source_level': 16, 'target_conrey_index': 95, 'target_dim': 30, 'target_embedding_index': 6, 'target_hecke_orbit_code': 4503943375749248, 'target_is_minimal': False, 'target_label': '128.9.f.b.95.6', 'target_level': 128, 'twist_class_label': '16.9.f.a.3.12', 'twist_class_level': 16, 'twisting_char_label': '16.11', 'twisting_conrey_index': 11, 'weight': 9}
  • id: 3727108
    {'conductor': 16, 'degree': 2, 'order': 4, 'parity': 1, 'source_conrey_index': 11, 'source_dim': 30, 'source_embedding_index': 12, 'source_hecke_orbit_code': 343748378640, 'source_is_minimal': True, 'source_label': '16.9.f.a.11.12', 'source_level': 16, 'target_conrey_index': 47, 'target_dim': 30, 'target_embedding_index': 6, 'target_hecke_orbit_code': 343748378688, 'target_is_minimal': False, 'target_label': '64.9.f.a.47.6', 'target_level': 64, 'twist_class_label': '16.9.f.a.3.12', 'twist_class_level': 16, 'twisting_char_label': '16.13', 'twisting_conrey_index': 13, 'weight': 9}
• hecke_orbit_code 343748378640 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': 6, 'hecke_orbit': 1, 'label': '16.9.f.a', 'level': 16, 'portrait': 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', 'weight': 9}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 8549670
    {'hecke_orbit_code': 343748378640, 'n': 1, 'trace_an': 30}
  • id: 8549671
    {'hecke_orbit_code': 343748378640, 'n': 2, 'trace_an': -2}
  • id: 8549672
    {'hecke_orbit_code': 343748378640, 'n': 3, 'trace_an': -2}
  • id: 8549673
    {'hecke_orbit_code': 343748378640, 'n': 4, 'trace_an': 184}
  • id: 8549674
    {'hecke_orbit_code': 343748378640, 'n': 5, 'trace_an': -2}
  • id: 8549675
    {'hecke_orbit_code': 343748378640, 'n': 6, 'trace_an': 3232}
  • id: 8549676
    {'hecke_orbit_code': 343748378640, 'n': 7, 'trace_an': -4}
  • id: 8549677
    {'hecke_orbit_code': 343748378640, 'n': 8, 'trace_an': -8732}
  • id: 8549678
    {'hecke_orbit_code': 343748378640, 'n': 9, 'trace_an': 0}
  • id: 8549679
    {'hecke_orbit_code': 343748378640, 'n': 10, 'trace_an': -1860}
  • id: 8549680
    {'hecke_orbit_code': 343748378640, 'n': 11, 'trace_an': -19778}
  • id: 8549681
    {'hecke_orbit_code': 343748378640, 'n': 12, 'trace_an': 14068}
  • id: 8549682
    {'hecke_orbit_code': 343748378640, 'n': 13, 'trace_an': -2}
  • id: 8549683
    {'hecke_orbit_code': 343748378640, 'n': 14, 'trace_an': -58900}
  • id: 8549684
    {'hecke_orbit_code': 343748378640, 'n': 15, 'trace_an': 0}
  • id: 8549685
    {'hecke_orbit_code': 343748378640, 'n': 16, 'trace_an': 245336}
  • id: 8549686
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