Embedded newform data - 99.11.k.a.46.1

Formats: - HTML - YAML - JSON - 2024-06-15T18:09:35.531909

• 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': 11979, 'analytic_conductor': 62.900368014698685, 'analytic_rank': 0, 'analytic_rank_proved': True, 'char_conductor': 11, 'char_degree': 4, 'char_is_minimal': True, 'char_is_real': False, 'char_orbit_index': 11, 'char_orbit_label': 'k', 'char_order': 10, 'char_parity': -1, 'char_values': [99, 10, [56, 46], [10, 3]], 'cm_discs': [], 'conrey_index': 19, 'dim': 36, 'has_non_self_twist': 1, 'hecke_orbit': 1, 'hecke_orbit_code': 687379316835, 'inner_twist_count': 2, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1], [1, 1, 11, 4, -1, 10, 0]], 'is_cm': False, 'is_largest': False, 'is_maximal': False, 'is_rm': False, 'is_self_dual': False, 'is_self_twist': False, 'is_twist_minimal': False, 'label': '99.11.k.a', 'level': 99, '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': [3, 11], 'level_radical': 33, 'minimal_twist': '11.11.d.a', 'prim_orbit_index': 4, 'related_objects': [], 'relative_dim': 9, 'rm_discs': [], 'sato_tate_group': '10.2.3.c10', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '99.11.k', 'trace_display': [5, 0, -566, -9740], 'traces': [36, 5, 0, 2839, -566, 0, -9740, 56325, 0, 0, 124277, 0, 516610, 256990, 0, 1558071, 1563930, 0, 6441265, -11846024, 0, -38364515, -2991652, 0, 53140199, -53101970, 0, -158441860, 30773770, 0, 63499996, 0, 0, 8404770, -93755030, 0, -20015352, -222215700, 0, 66388740, -168755230, 0, 0, -1092554652, 0, -843022850, 1466232, 0, -247720591, -1888812255, 0, -1016067090, 1574434638, 0, 1667070934, -464386660, 0, -5738108180, 3108186601, 0, 4185015940, -8028589520, 0, -568398521, 0, 0, -6673767122, 12578329400, 0, -10858899380, -5532218182, 0, 6815310530, -27099775830, 0, 0, 17322154610, 0, -28511789960, -9512354316, 0, 4251999505, -6078874665, 0, 52883120010, 11116561805, 0, -35103955205, 19181286322, 0, -22561214930, 78730839752, 0, 94886813720, -79444332050, 0, -7866178077, 0, 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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-0.35105028943413696, -0.48852128100361136, -0.30267307906412627, -0.321388808028634, -0.2256554386497473, -0.2505452683131848, -0.3319147162967265], 'char_orbit_index': 11, 'conrey_index': 46, 'dual_conrey_index': 28, 'dual_embedding_index': 1, 'dual_embedding_m': 10, 'embedding_index': 1, 'embedding_m': 19, 'hecke_orbit': 1, 'hecke_orbit_code': 687379316835, 'label': '99.11.k.a.46.1', 'level': 99, 'weight': 11}
• 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': 11979, 'analytic_conductor': 62.900368014698685, 'char_conductor': 11, 'char_degree': 4, 'char_is_real': False, 'char_orbit_index': 11, 'char_orbit_label': 'k', 'char_order': 10, 'char_parity': -1, 'char_values': [99, 10, [56, 46], [10, 3]], 'conrey_index': 19, 'cusp_dim': 464, 'dim': 196, 'eis_dim': 32, 'eis_new_dim': 8, 'hecke_orbit_code': 687379316835, 'hecke_orbit_dims': [36, 80, 80], 'label': '99.11.k', 'level': 99, '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': [3, 11], 'level_radical': 33, 'mf_dim': 496, 'mf_new_dim': 204, 'num_forms': 3, 'prim_orbit_index': 4, 'relative_dim': 49, 'sturm_bound': 132, 'trace_bound': 4, 'trace_display': [5, 0, 3878, -9740], 'traces': [196, 5, 0, 23319, 3878, 0, -9740, -56315, 0, 0, -123621, 0, 516610, -252888, 0, -14572361, -1563920, 0, 6441265, 874894, 0, 23994241, 15441152, 0, -143159517, 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9810832949654732, 13094949824110610, 0, 313548235135844, 2981165810958052, 0, 1115917377714310, 43240185106620650, 0, 0], 'weight': 11, '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: 8787605
    {'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 46, 'source_dim': 36, 'source_embedding_index': 1, 'source_hecke_orbit_code': 687379316835, 'source_is_minimal': False, 'source_label': '99.11.k.a.46.1', 'source_level': 99, 'target_conrey_index': 46, 'target_dim': 36, 'target_embedding_index': 1, 'target_hecke_orbit_code': 687379316835, 'target_is_minimal': False, 'target_label': '99.11.k.a.46.1', 'target_level': 99, 'twist_class_label': '11.11.d.a.2.9', 'twist_class_level': 11, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 11}
  • id: 8787606
    {'conductor': 3, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 46, 'source_dim': 36, 'source_embedding_index': 1, 'source_hecke_orbit_code': 687379316835, 'source_is_minimal': False, 'source_label': '99.11.k.a.46.1', 'source_level': 99, 'target_conrey_index': 2, 'target_dim': 36, 'target_embedding_index': 9, 'target_hecke_orbit_code': 206342979595, 'target_is_minimal': True, 'target_label': '11.11.d.a.2.9', 'target_level': 11, 'twist_class_label': '11.11.d.a.2.9', 'twist_class_level': 11, 'twisting_char_label': '3.2', 'twisting_conrey_index': 2, 'weight': 11}
  • id: 8787607
    {'conductor': 11, 'degree': 4, 'order': 10, 'parity': -1, 'source_conrey_index': 46, 'source_dim': 36, 'source_embedding_index': 1, 'source_hecke_orbit_code': 687379316835, 'source_is_minimal': False, 'source_label': '99.11.k.a.46.1', 'source_level': 99, 'target_conrey_index': 28, 'target_dim': 36, 'target_embedding_index': 1, 'target_hecke_orbit_code': 687379316835, 'target_is_minimal': False, 'target_label': '99.11.k.a.28.1', 'target_level': 99, 'twist_class_label': '11.11.d.a.2.9', 'twist_class_level': 11, 'twisting_char_label': '11.6', 'twisting_conrey_index': 6, 'weight': 11}
  • id: 8787608
    {'conductor': 33, 'degree': 4, 'order': 10, 'parity': 1, 'source_conrey_index': 46, 'source_dim': 36, 'source_embedding_index': 1, 'source_hecke_orbit_code': 687379316835, 'source_is_minimal': False, 'source_label': '99.11.k.a.46.1', 'source_level': 99, 'target_conrey_index': 6, 'target_dim': 36, 'target_embedding_index': 9, 'target_hecke_orbit_code': 206342979595, 'target_is_minimal': True, 'target_label': '11.11.d.a.6.9', 'target_level': 11, 'twist_class_label': '11.11.d.a.2.9', 'twist_class_level': 11, 'twisting_char_label': '33.17', 'twisting_conrey_index': 17, 'weight': 11}
  • id: 8787609
    {'conductor': 33, 'degree': 4, 'order': 10, 'parity': -1, 'source_conrey_index': 46, 'source_dim': 36, 'source_embedding_index': 1, 'source_hecke_orbit_code': 687379316835, 'source_is_minimal': False, 'source_label': '99.11.k.a.46.1', 'source_level': 99, 'target_conrey_index': 120, 'target_dim': 36, 'target_embedding_index': 33, 'target_hecke_orbit_code': 9007268158767225, 'target_is_minimal': False, 'target_label': '121.11.b.c.120.33', 'target_level': 121, 'twist_class_label': '11.11.d.a.2.9', 'twist_class_level': 11, 'twisting_char_label': '33.26', 'twisting_conrey_index': 26, 'weight': 11}
  • id: 8787610
    {'conductor': 33, 'degree': 4, 'order': 10, 'parity': 1, 'source_conrey_index': 46, 'source_dim': 36, 'source_embedding_index': 1, 'source_hecke_orbit_code': 687379316835, 'source_is_minimal': False, 'source_label': '99.11.k.a.46.1', 'source_level': 99, 'target_conrey_index': 120, 'target_dim': 36, 'target_embedding_index': 4, 'target_hecke_orbit_code': 9007268158767225, 'target_is_minimal': False, 'target_label': '121.11.b.c.120.4', 'target_level': 121, 'twist_class_label': '11.11.d.a.2.9', 'twist_class_level': 11, 'twisting_char_label': '33.29', 'twisting_conrey_index': 29, 'weight': 11}
• hecke_orbit_code 687379316835 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': 11, 'hecke_orbit': 1, 'label': '99.11.k.a', 'level': 99, 'portrait': 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', 'weight': 11}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 10785498
    {'hecke_orbit_code': 687379316835, 'n': 1, 'trace_an': 36}
  • id: 10785499
    {'hecke_orbit_code': 687379316835, 'n': 2, 'trace_an': 5}
  • id: 10785500
    {'hecke_orbit_code': 687379316835, 'n': 3, 'trace_an': 0}
  • id: 10785501
    {'hecke_orbit_code': 687379316835, 'n': 4, 'trace_an': 2839}
  • id: 10785502
    {'hecke_orbit_code': 687379316835, 'n': 5, 'trace_an': -566}
  • id: 10785503
    {'hecke_orbit_code': 687379316835, 'n': 6, 'trace_an': 0}
  • id: 10785504
    {'hecke_orbit_code': 687379316835, 'n': 7, 'trace_an': -9740}
  • id: 10785505
    {'hecke_orbit_code': 687379316835, 'n': 8, 'trace_an': 56325}
  • id: 10785506
    {'hecke_orbit_code': 687379316835, 'n': 9, 'trace_an': 0}
  • id: 10785507
    {'hecke_orbit_code': 687379316835, 'n': 10, 'trace_an': 0}
  • id: 10785508
    {'hecke_orbit_code': 687379316835, 'n': 11, 'trace_an': 124277}
  • id: 10785509
    {'hecke_orbit_code': 687379316835, 'n': 12, 'trace_an': 0}
  • id: 10785510
    {'hecke_orbit_code': 687379316835, 'n': 13, 'trace_an': 516610}
  • id: 10785511
    {'hecke_orbit_code': 687379316835, 'n': 14, 'trace_an': 256990}
  • id: 10785512
    {'hecke_orbit_code': 687379316835, 'n': 15, 'trace_an': 0}
  • id: 10785513
    {'hecke_orbit_code': 687379316835, 'n': 16, 'trace_an': 1558071}
  • id: 10785514
    {'hecke_orbit_code': 687379316835, 'n': 17, 'trace_an': 1563930}
  • id: 10785515
    {'hecke_orbit_code': 687379316835, 'n': 18, 'trace_an': 0}
  • id: 10785516
    {'hecke_orbit_code': 687379316835, 'n': 19, 'trace_an': 6441265}
  • id: 10785517
    {'hecke_orbit_code': 687379316835, 'n': 20, 'trace_an': -11846024}
  • id: 10785518
    {'hecke_orbit_code': 687379316835, 'n': 21, 'trace_an': 0}
  • id: 10785519
    {'hecke_orbit_code': 687379316835, 'n': 22, 'trace_an': -38364515}
  • id: 10785520
    {'hecke_orbit_code': 687379316835, 'n': 23, 'trace_an': -2991652}
  • id: 10785521
    {'hecke_orbit_code': 687379316835, 'n': 24, 'trace_an': 0}
  • id: 10785522
    {'hecke_orbit_code': 687379316835, 'n': 25, 'trace_an': 53140199}
  • id: 10785523
    {'hecke_orbit_code': 687379316835, 'n': 26, 'trace_an': -53101970}
  • id: 10785524
    {'hecke_orbit_code': 687379316835, 'n': 27, 'trace_an': 0}
  • id: 10785525
    {'hecke_orbit_code': 687379316835, 'n': 28, 'trace_an': -158441860}
  • id: 10785526
    {'hecke_orbit_code': 687379316835, 'n': 29, 'trace_an': 30773770}
  • id: 10785527
    {'hecke_orbit_code': 687379316835, 'n': 30, 'trace_an': 0}
  • id: 10785528
    {'hecke_orbit_code': 687379316835, 'n': 31, 'trace_an': 63499996}
  • id: 10785529
    {'hecke_orbit_code': 687379316835, 'n': 32, 'trace_an': 0}
  • id: 10785530
    {'hecke_orbit_code': 687379316835, 'n': 33, 'trace_an': 0}
  • id: 10785531
    {'hecke_orbit_code': 687379316835, 'n': 34, 'trace_an': 8404770}
  • id: 10785532
    {'hecke_orbit_code': 687379316835, 'n': 35, 'trace_an': -93755030}
  • id: 10785533
    {'hecke_orbit_code': 687379316835, 'n': 36, 'trace_an': 0}
  • id: 10785534
    {'hecke_orbit_code': 687379316835, 'n': 37, 'trace_an': -20015352}
  • id: 10785535
    {'hecke_orbit_code': 687379316835, 'n': 38, 'trace_an': -222215700}
  • id: 10785536
    {'hecke_orbit_code': 687379316835, 'n': 39, 'trace_an': 0}
  • id: 10785537
    {'hecke_orbit_code': 687379316835, 'n': 40, 'trace_an': 66388740}
  • id: 10785538
    {'hecke_orbit_code': 687379316835, 'n': 41, 'trace_an': -168755230}
  • id: 10785539
    {'hecke_orbit_code': 687379316835, 'n': 42, 'trace_an': 0}
  • id: 10785540
    {'hecke_orbit_code': 687379316835, 'n': 43, 'trace_an': 0}
  • id: 10785541
    {'hecke_orbit_code': 687379316835, 'n': 44, 'trace_an': -1092554652}
  • id: 10785542
    {'hecke_orbit_code': 687379316835, 'n': 45, 'trace_an': 0}
  • id: 10785543
    {'hecke_orbit_code': 687379316835, 'n': 46, 'trace_an': -843022850}
  • id: 10785544
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    {'hecke_orbit_code': 687379316835, 'n': 841, 'trace_an': 1209680105026541}
  • id: 10785733
    {'hecke_orbit_code': 687379316835, 'n': 853, 'trace_an': -2240296939312910}
  • id: 10785734
    {'hecke_orbit_code': 687379316835, 'n': 857, 'trace_an': 0}
  • id: 10785735
    {'hecke_orbit_code': 687379316835, 'n': 859, 'trace_an': -1326849611166682}
  • id: 10785736
    {'hecke_orbit_code': 687379316835, 'n': 863, 'trace_an': -866528965219862}
  • id: 10785737
    {'hecke_orbit_code': 687379316835, 'n': 877, 'trace_an': 4655078139849110}
  • id: 10785738
    {'hecke_orbit_code': 687379316835, 'n': 881, 'trace_an': -5943886291367242}
  • id: 10785739
    {'hecke_orbit_code': 687379316835, 'n': 883, 'trace_an': -789369330959938}
  • id: 10785740
    {'hecke_orbit_code': 687379316835, 'n': 887, 'trace_an': -3391243220270230}
  • id: 10785741
    {'hecke_orbit_code': 687379316835, 'n': 907, 'trace_an': 4951715636849218}
  • id: 10785742
    {'hecke_orbit_code': 687379316835, 'n': 911, 'trace_an': -4659790949636936}
  • id: 10785743
    {'hecke_orbit_code': 687379316835, 'n': 919, 'trace_an': 211394687022360}
  • id: 10785744
    {'hecke_orbit_code': 687379316835, 'n': 929, 'trace_an': -588912078403884}
  • id: 10785745
    {'hecke_orbit_code': 687379316835, 'n': 937, 'trace_an': -5760615419868930}
  • id: 10785746
    {'hecke_orbit_code': 687379316835, 'n': 941, 'trace_an': -1601618550174330}
  • id: 10785747
    {'hecke_orbit_code': 687379316835, 'n': 947, 'trace_an': -4286753575881738}
  • id: 10785748
    {'hecke_orbit_code': 687379316835, 'n': 953, 'trace_an': -3238991388748330}
  • id: 10785749
    {'hecke_orbit_code': 687379316835, 'n': 961, 'trace_an': 73402936473683}
  • id: 10785750
    {'hecke_orbit_code': 687379316835, 'n': 967, 'trace_an': 0}
  • id: 10785751
    {'hecke_orbit_code': 687379316835, 'n': 971, 'trace_an': 6267781209804044}
  • id: 10785752
    {'hecke_orbit_code': 687379316835, 'n': 977, 'trace_an': -9547573833724428}
  • id: 10785753
    {'hecke_orbit_code': 687379316835, 'n': 983, 'trace_an': 1350888081625788}
  • id: 10785754
    {'hecke_orbit_code': 687379316835, 'n': 991, 'trace_an': 3082805211116436}
  • id: 10785755
    {'hecke_orbit_code': 687379316835, 'n': 997, 'trace_an': -3560631016262270}