Newform data - 2023.4.a.v

Formats: - HTML - YAML - JSON - 2025-09-24T01:47:37.623056

• 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': 32368, 'analytic_conductor': 119.36086394161326, 'analytic_rank': 0, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[7, -1], [17, -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': [2023, 1, [290, 1737], [1, 1]], 'cm_discs': [], 'conrey_index': 1, 'dim': 56, 'fricke_eigenval': 1, 'has_non_self_twist': 0, 'hecke_cutters': [[2, [-1823813991466163765248, 2669328182932121059328, 75519525393996548407296, -102679134065778919211008, -998230685472588568657920, 1266757969062788369219584, 5169826628179174670204928, -6348243140737110632169472, -13526737122565434555965440, 16638571916502921856663552, 20712286461958300068114432, -26063070015652789143855104, -20604796454359531661959424, 26862517807121940346532864, 14270437202152652255339776, -19464531537311093446546432, -7200384802436138168952736, 10382192240778261151698496, 2725783919959002080872656, -4212486043249484045477312, -787791913405025646302479, 1331817797009779343408736, 174960198260480130164216, -334050154503752152404608, -29642098447570969959948, 67375210264829143480660, 3703699403194532453652, -11037489306116841893856, -303403742860218103034, 1479312825597982512808, 6827414537702219386, -162988205285463013960, 2406008534428737440, 14800872760240318712, -464852845671957792, -1108282864866102020, 50827278291341125, 68308365425076000, -3997323748839156, -3450661304065736, 240428705449233, 141834910729492, -11284724730324, -4691308806232, 414520592532, 122830472664, -11818006102, -2484546504, 256524474, 37403200, -4098016, -394148, 45424, 2592, -312, -8, 1]], [3, [-347424185091401531581963353088, -3193557268488205360431159848960, 580825101697669837873653397288448, 14727992987255313995163732349680640, 103437601477826970042131491483112480, 104575365167732368556842098827437824, -753318276227765791416841241586517312, 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-14948633620594149361238, 1703311773186340090576, 246990199046290934908, -34078319256211255480, -3194893716867005509, 535443641384538848, 31297867385182528, -6609347941829104, -215586761391716, 63493806727392, 817898392184, -465421140672, 1250070102, 2515624912, -38410520, -9450288, 242278, 22032, -756, -24, 1]]], 'hecke_orbit': 22, 'hecke_orbit_code': 94575592241891303, 'inner_twist_count': 1, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1]], 'is_cm': False, 'is_largest': True, 'is_maximal': False, 'is_rm': False, 'is_self_dual': True, 'is_self_twist': False, 'is_twist_minimal': False, 'label': '2023.4.a.v', 'level': 2023, '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': [7, 17], 'level_radical': 119, 'minimal_twist': '119.4.k.a', 'prim_orbit_index': 1, 'related_objects': [], 'relative_dim': 56, 'rm_discs': [], 'sato_tate_group': '3.2.3.c1', 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• label 2023.4.a.v does not appear in mf_hecke_nf
• mf_newspaces •

  Column	Type
  ALdims	integer[]
  ALdims_eis_new	integer[]
  ALdims_eis_old	integer[]
  ALdims_old	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

  
  {'ALdims': [104, 100, 95, 108], 'ALdims_eis_new': [0, 0, 0, 0], 'ALdims_eis_old': [9, 9, 9, 9], 'ALdims_old': [49, 44, 49, 45], 'Nk2': 32368, 'analytic_conductor': 119.36086394161326, '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': [2023, 1, [290, 1737], [1, 1]], 'conrey_index': 1, 'cusp_dim': 594, 'dim': 407, 'eis_dim': 36, 'eis_new_dim': 0, 'hecke_cutter_primes': [2, 3], 'hecke_orbit_code': 67110887, 'hecke_orbit_dims': [1, 1, 1, 1, 3, 4, 7, 9, 11, 11, 12, 12, 13, 13, 26, 26, 33, 33, 39, 39, 56, 56], 'label': '2023.4.a', 'level': 2023, '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': [7, 17], 'level_radical': 119, 'mf_dim': 630, 'mf_new_dim': 407, 'num_forms': 22, 'plus_dim': 212, 'prim_orbit_index': 1, 'relative_dim': 407, 'sturm_bound': 816, 'trace_bound': 6, 'trace_display': [-1, -6, 0, -7], 'traces': [407, -1, -6, 1649, 0, -62, -7, 15, 3759, -128, -60, -34, -28, 7, 96, 6561, 0, -233, 110, -320, -14, 224, -64, -1158, 9717, 44, -300, 49, -694, 804, -44, 919, -168, 0, 168, 17437, 234, 982, 640, 724, -542, 14, -572, 56, 112, -168, 1284, 3162, 19943, 1409, 0, 232, -422, 1728, 352, -105, -1180, -1630, 582, 2884, -568, 4076, 273, 25633, -384, 3392, -816, 0, -1000, -616, -232, 455, 838, -42, -922, -2934, 896, 940, -3160, -720, 33627, 2842, -618, 98, 0, 2176, -36, -2860, -4274, -700, -532, 5512, 2840, -1888, -1176, -1070, 194, -49, -6396, 40403, -984, 0, 300, -4188, 224, -1134, -1416, -3360, -1022, -704, -3908, 1729, -5526, 2112, -3624, -5294, -8532, -8030, 0, -2172, 48091, -3332, 4188, -5924, 2424, 1799, 3700, 6623, 5704, 4468, -2178, 3032, -742, 7392, 8640, 0, 5006, 6000, 4290, 112, -4176, 524, 5504, 73605, -7800, -4986, -294, 2946, -2030, 5622, -2012, 12546, 0, 1176, 12712, 3320, -6180, -4104, 14348, 8364, 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0, -77896, -93648, 348568, -272528, -124880, -4712, 131168, 111496, 18072, 259408, 30672, 195264, -41488, -194600], 'weight': 4, 'weight_parity': 1}
• 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: 860963
    {'conductor': 17, 'degree': 8, 'multiplicity': 2, 'order': 16, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 56, 'source_hecke_orbit': 22, 'source_is_minimal': False, 'source_label': '2023.4.a.v', 'source_level': 2023, 'target_char_orbit': 11, 'target_dim': 112, 'target_hecke_orbit': 1, 'target_is_minimal': True, 'target_label': '119.4.k.a', 'target_level': 119, 'twist_class_label': '119.4.k.a', 'twist_class_level': 119, 'twisting_char_label': '17.e', 'twisting_char_orbit': 5, 'weight': 4}
  • id: 860964
    {'conductor': 17, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 56, 'source_hecke_orbit': 22, 'source_is_minimal': False, 'source_label': '2023.4.a.v', 'source_level': 2023, 'target_char_orbit': 1, 'target_dim': 56, 'target_hecke_orbit': 21, 'target_is_minimal': False, 'target_label': '2023.4.a.u', 'target_level': 2023, 'twist_class_label': '119.4.k.a', 'twist_class_level': 119, 'twisting_char_label': '17.b', 'twisting_char_orbit': 2, 'weight': 4}
  • id: 860965
    {'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 1, 'source_dim': 56, 'source_hecke_orbit': 22, 'source_is_minimal': False, 'source_label': '2023.4.a.v', 'source_level': 2023, 'target_char_orbit': 1, 'target_dim': 56, 'target_hecke_orbit': 22, 'target_is_minimal': False, 'target_label': '2023.4.a.v', 'target_level': 2023, 'twist_class_label': '119.4.k.a', 'twist_class_level': 119, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 4}
• hecke_orbit_code 94575592241891303 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': 1, 'hecke_orbit': 22, 'label': '2023.4.a.v', 'level': 2023, 'portrait': 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', 'weight': 4}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 65259529
    {'hecke_orbit_code': 94575592241891303, 'n': 1, 'trace_an': 56}
  • id: 65259530
    {'hecke_orbit_code': 94575592241891303, 'n': 2, 'trace_an': 8}
  • id: 65259531
    {'hecke_orbit_code': 94575592241891303, 'n': 3, 'trace_an': 24}
  • id: 65259532
    {'hecke_orbit_code': 94575592241891303, 'n': 4, 'trace_an': 240}
  • id: 65259533
    {'hecke_orbit_code': 94575592241891303, 'n': 5, 'trace_an': 80}
  • id: 65259534
    {'hecke_orbit_code': 94575592241891303, 'n': 6, 'trace_an': 68}
  • id: 65259535
    {'hecke_orbit_code': 94575592241891303, 'n': 7, 'trace_an': 392}
  • id: 65259536
    {'hecke_orbit_code': 94575592241891303, 'n': 8, 'trace_an': 96}
  • id: 65259537
    {'hecke_orbit_code': 94575592241891303, 'n': 9, 'trace_an': 576}
  • id: 65259538
    {'hecke_orbit_code': 94575592241891303, 'n': 10, 'trace_an': 80}
  • id: 65259539
    {'hecke_orbit_code': 94575592241891303, 'n': 11, 'trace_an': 176}
  • id: 65259540
    {'hecke_orbit_code': 94575592241891303, 'n': 12, 'trace_an': 288}
  • id: 65259541
    {'hecke_orbit_code': 94575592241891303, 'n': 13, 'trace_an': -96}
  • id: 65259542
    {'hecke_orbit_code': 94575592241891303, 'n': 14, 'trace_an': 56}
  • id: 65259543
    {'hecke_orbit_code': 94575592241891303, 'n': 15, 'trace_an': 192}
  • id: 65259544
    {'hecke_orbit_code': 94575592241891303, 'n': 16, 'trace_an': 1088}
  • id: 65259545
    {'hecke_orbit_code': 94575592241891303, 'n': 17, 'trace_an': 0}
  • id: 65259546
    {'hecke_orbit_code': 94575592241891303, 'n': 18, 'trace_an': 216}
  • id: 65259547
    {'hecke_orbit_code': 94575592241891303, 'n': 19, 'trace_an': 48}
  • id: 65259548
    {'hecke_orbit_code': 94575592241891303, 'n': 20, 'trace_an': 1660}
  • id: 65259549
    {'hecke_orbit_code': 94575592241891303, 'n': 21, 'trace_an': 168}
  • id: 65259550
    {'hecke_orbit_code': 94575592241891303, 'n': 22, 'trace_an': 352}
  • id: 65259551
    {'hecke_orbit_code': 94575592241891303, 'n': 23, 'trace_an': 608}
  • id: 65259552
    {'hecke_orbit_code': 94575592241891303, 'n': 24, 'trace_an': 736}
  • id: 65259553
    {'hecke_orbit_code': 94575592241891303, 'n': 25, 'trace_an': 1792}
  • id: 65259554
    {'hecke_orbit_code': 94575592241891303, 'n': 26, 'trace_an': 0}
  • id: 65259555
    {'hecke_orbit_code': 94575592241891303, 'n': 27, 'trace_an': 864}
  • id: 65259556
    {'hecke_orbit_code': 94575592241891303, 'n': 28, 'trace_an': 1680}
  • id: 65259557
    {'hecke_orbit_code': 94575592241891303, 'n': 29, 'trace_an': 928}
  • id: 65259558
    {'hecke_orbit_code': 94575592241891303, 'n': 30, 'trace_an': -100}
  • id: 65259559
    {'hecke_orbit_code': 94575592241891303, 'n': 31, 'trace_an': 496}
  • id: 65259560
    {'hecke_orbit_code': 94575592241891303, 'n': 32, 'trace_an': 436}
  • id: 65259561
    {'hecke_orbit_code': 94575592241891303, 'n': 33, 'trace_an': 384}
  • id: 65259562
    {'hecke_orbit_code': 94575592241891303, 'n': 34, 'trace_an': 0}
  • id: 65259563
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  • id: 65259752
    {'hecke_orbit_code': 94575592241891303, 'n': 769, 'trace_an': -102240}
  • id: 65259753
    {'hecke_orbit_code': 94575592241891303, 'n': 773, 'trace_an': -99512}
  • id: 65259754
    {'hecke_orbit_code': 94575592241891303, 'n': 787, 'trace_an': -145432}
  • id: 65259755
    {'hecke_orbit_code': 94575592241891303, 'n': 797, 'trace_an': -42592}
  • id: 65259756
    {'hecke_orbit_code': 94575592241891303, 'n': 809, 'trace_an': -4544}
  • id: 65259757
    {'hecke_orbit_code': 94575592241891303, 'n': 811, 'trace_an': -97368}
  • id: 65259758
    {'hecke_orbit_code': 94575592241891303, 'n': 821, 'trace_an': 75008}
  • id: 65259759
    {'hecke_orbit_code': 94575592241891303, 'n': 823, 'trace_an': -52224}
  • id: 65259760
    {'hecke_orbit_code': 94575592241891303, 'n': 827, 'trace_an': 88672}
  • id: 65259761
    {'hecke_orbit_code': 94575592241891303, 'n': 829, 'trace_an': -72832}
  • id: 65259762
    {'hecke_orbit_code': 94575592241891303, 'n': 839, 'trace_an': 265376}
  • id: 65259763
    {'hecke_orbit_code': 94575592241891303, 'n': 841, 'trace_an': -18864}
  • id: 65259764
    {'hecke_orbit_code': 94575592241891303, 'n': 853, 'trace_an': 218472}
  • id: 65259765
    {'hecke_orbit_code': 94575592241891303, 'n': 857, 'trace_an': 253928}
  • id: 65259766
    {'hecke_orbit_code': 94575592241891303, 'n': 859, 'trace_an': 36032}
  • id: 65259767
    {'hecke_orbit_code': 94575592241891303, 'n': 863, 'trace_an': -67272}
  • id: 65259768
    {'hecke_orbit_code': 94575592241891303, 'n': 877, 'trace_an': -87408}
  • id: 65259769
    {'hecke_orbit_code': 94575592241891303, 'n': 881, 'trace_an': 173416}
  • id: 65259770
    {'hecke_orbit_code': 94575592241891303, 'n': 883, 'trace_an': 87808}
  • id: 65259771
    {'hecke_orbit_code': 94575592241891303, 'n': 887, 'trace_an': 147360}
  • id: 65259772
    {'hecke_orbit_code': 94575592241891303, 'n': 907, 'trace_an': 102256}
  • id: 65259773
    {'hecke_orbit_code': 94575592241891303, 'n': 911, 'trace_an': -2176}
  • id: 65259774
    {'hecke_orbit_code': 94575592241891303, 'n': 919, 'trace_an': 4808}
  • id: 65259775
    {'hecke_orbit_code': 94575592241891303, 'n': 929, 'trace_an': 276232}
  • id: 65259776
    {'hecke_orbit_code': 94575592241891303, 'n': 937, 'trace_an': 1176}
  • id: 65259777
    {'hecke_orbit_code': 94575592241891303, 'n': 941, 'trace_an': 171184}
  • id: 65259778
    {'hecke_orbit_code': 94575592241891303, 'n': 947, 'trace_an': -7552}
  • id: 65259779
    {'hecke_orbit_code': 94575592241891303, 'n': 953, 'trace_an': 56944}
  • id: 65259780
    {'hecke_orbit_code': 94575592241891303, 'n': 961, 'trace_an': 27816}
  • id: 65259781
    {'hecke_orbit_code': 94575592241891303, 'n': 967, 'trace_an': 68264}
  • id: 65259782
    {'hecke_orbit_code': 94575592241891303, 'n': 971, 'trace_an': -264240}
  • id: 65259783
    {'hecke_orbit_code': 94575592241891303, 'n': 977, 'trace_an': -18352}
  • id: 65259784
    {'hecke_orbit_code': 94575592241891303, 'n': 983, 'trace_an': 187376}
  • id: 65259785
    {'hecke_orbit_code': 94575592241891303, 'n': 991, 'trace_an': -83488}
  • id: 65259786
    {'hecke_orbit_code': 94575592241891303, 'n': 997, 'trace_an': -172560}