Embedded newform data - 99.14.a.a.1.1

Formats: - HTML - YAML - JSON - 2023-11-30T06:58:43.959984

• 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
  conrey_indexes	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_polredabs	boolean
  is_rm	boolean
  is_self_dual	boolean
  is_self_twist	boolean
  is_twist_minimal	boolean
  label	text
  level	integer
  level_is_prime	boolean
  level_is_prime_power	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': 19404, 'analytic_conductor': 106.15861966239358, 'analytic_rank': 1, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[3, -1], [11, -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': [99, 1, [56, 46], [1, 1]], 'cm_discs': [], 'conrey_index': 1, 'conrey_indexes': [1], 'dim': 1, 'field_disc': 1, 'field_disc_factorization': [], 'field_poly': [0, 1], 'field_poly_is_cyclotomic': False, 'field_poly_is_real_cyclotomic': False, 'field_poly_root_of_unity': 0, 'fricke_eigenval': 1, 'has_non_self_twist': 0, 'hecke_cutters': [[2, [140, 1]]], 'hecke_orbit': 1, 'hecke_orbit_code': 234881123, 'hecke_ring_generator_nbound': 1, 'hecke_ring_index': 1, 'hecke_ring_index_factorization': [], 'hecke_ring_index_proved': True, 'inner_twist_count': 1, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1]], 'is_cm': False, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': True, 'is_self_twist': False, 'is_twist_minimal': False, 'label': '99.14.a.a', 'level': 99, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [3, 11], 'level_radical': 33, 'minimal_twist': '33.14.a.a', 'nf_label': '1.1.1.1', 'prim_orbit_index': 1, 'qexp_display': 'q-140q^{2}+11408q^{4}-48740q^{5}+\\cdots', 'related_objects': [], 'relative_dim': 1, 'rm_discs': [], 'sato_tate_group': '13.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '99.14.a', 'trace_display': [-140, 0, -48740, 487486], 'trace_hash': 49194320930325310, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.986', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.953', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '4.798', 'prec': 17}], 'trace_zratio': {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, 'traces': [1, -140, 0, 11408, -48740, 0, 487486, -450240, 0, 6823600, 1771561, 0, -18388304, -68248040, 0, -30420736, 96233254, 0, -14954652, -556025920, 0, -248018540, -153804394, 0, 1154884475, 2574362560, 0, 5561240288, -5219010534, 0, 1183811728, 7947269120, 0, -13472655560, -23760067640, 0, -17672200362, 2093651280, 0, 21944697600, 19461739306, 0, -3412304904, 20209967888, 0, 21532615160, 100327719050, 0, 140753589789, -161683826500, 0, -209773772032, -275469097716, 0, -86345883140, -219485696640, 0, 730661474760, 267676863080, 0, 563486626260, -165733641920, 0, -863411007488, 896245936960, 0, 1080842815700, 1097828961632, 0, 3326409469600, 1150562265222, 0, -345914515454, 2474108050680, 0, -170602670016, 863611185646, 0, -2004080959294, 1482706672640, 0, -2724643502840, 3336732240564, 0, -4690408799960, 477722686560, 0, -797627624640, 5696238036294, 0, -8964040763744, -1754600526752, 0, -14045880667000, 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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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-0.2054046309940556, -0.2814800783428812, -0.18888360546480223, -0.1573513040410719, -0.2318603721244331, -0.10527256583305838, -0.10325653068970013, -0.17637211684312473, -0.19828124522500318, -0.15029022391778507], 'char_orbit_index': 1, 'conrey_index': 1, 'dual_conrey_index': 1, 'dual_embedding_index': 1, 'dual_embedding_m': 1, 'embedding_index': 1, 'embedding_m': 1, 'embedding_root_imag': 0.0, 'embedding_root_real': 0.0, 'hecke_orbit': 1, 'hecke_orbit_code': 234881123, 'label': '99.14.a.a.1.1', 'level': 99, 'weight': 14}
• mf_newspaces •

  Column	Type
  AL_dims	jsonb
  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_prime	boolean
  level_is_prime_power	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

  
  {'AL_dims': [[[[3, -1], [11, -1]], 15, 4], [[[3, -1], [11, 1]], 17, 3], [[[3, 1], [11, 1]], 11, 1], [[[3, 1], [11, -1]], 11, 1]], 'ALdims': [11, 11, 17, 15], 'Nk2': 19404, 'analytic_conductor': 106.15861966239358, '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': [99, 1, [56, 46], [1, 1]], 'conrey_index': 1, 'cusp_dim': 152, 'dim': 54, 'eis_dim': 8, 'eis_new_dim': 0, 'hecke_cutter_primes': [2], 'hecke_orbit_code': 234881123, 'hecke_orbit_dims': [1, 4, 4, 5, 5, 6, 7, 11, 11], 'label': '99.14.a', 'level': 99, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [3, 11], 'level_radical': 33, 'mf_dim': 160, 'mf_new_dim': 54, 'num_forms': 9, 'plus_dim': 26, 'prim_orbit_index': 1, 'relative_dim': 54, 'sturm_bound': 168, 'trace_bound': 2, 'trace_display': [-64, 0, 31493, 27662], 'traces': [54, -64, 0, 233836, 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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: 457834
    {'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 234881123, 'source_is_minimal': False, 'source_label': '99.14.a.a.1.1', 'source_level': 99, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 234881123, 'target_is_minimal': False, 'target_label': '99.14.a.a.1.1', 'target_level': 99, 'twist_class_label': '33.14.a.a.1.1', 'twist_class_level': 33, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 14}
  • id: 457835
    {'conductor': 3, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 234881123, 'source_is_minimal': False, 'source_label': '99.14.a.a.1.1', 'source_level': 99, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 234881057, 'target_is_minimal': True, 'target_label': '33.14.a.a.1.1', 'target_level': 33, 'twist_class_label': '33.14.a.a.1.1', 'twist_class_level': 33, 'twisting_char_label': '3.2', 'twisting_conrey_index': 2, 'weight': 14}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 296550
    {'charpoly_factorization': [[[140, 1], 1]], 'hecke_orbit_code': 234881123, 'p': 2}
  • id: 296551
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 234881123, 'p': 3}
  • id: 296552
    {'charpoly_factorization': [[[48740, 1], 1]], 'hecke_orbit_code': 234881123, 'p': 5}
  • id: 296553
    {'charpoly_factorization': [[[-487486, 1], 1]], 'hecke_orbit_code': 234881123, 'p': 7}
  • id: 296554
    {'charpoly_factorization': [[[-1771561, 1], 1]], 'hecke_orbit_code': 234881123, 'p': 11}
  • id: 296555
    {'charpoly_factorization': [[[18388304, 1], 1]], 'hecke_orbit_code': 234881123, 'p': 13}
  • id: 296556
    {'charpoly_factorization': [[[-96233254, 1], 1]], 'hecke_orbit_code': 234881123, 'p': 17}
  • id: 296557
    {'charpoly_factorization': [[[14954652, 1], 1]], 'hecke_orbit_code': 234881123, 'p': 19}
  • id: 296558
    {'charpoly_factorization': [[[153804394, 1], 1]], 'hecke_orbit_code': 234881123, 'p': 23}
  • id: 296559
    {'charpoly_factorization': [[[5219010534, 1], 1]], 'hecke_orbit_code': 234881123, 'p': 29}
  • id: 296560
    {'charpoly_factorization': [[[-1183811728, 1], 1]], 'hecke_orbit_code': 234881123, 'p': 31}
  • id: 296561
    {'charpoly_factorization': [[[17672200362, 1], 1]], 'hecke_orbit_code': 234881123, 'p': 37}
  • id: 296562
    {'charpoly_factorization': [[[-19461739306, 1], 1]], 'hecke_orbit_code': 234881123, 'p': 41}
  • id: 296563
    {'charpoly_factorization': [[[3412304904, 1], 1]], 'hecke_orbit_code': 234881123, 'p': 43}
  • id: 296564
    {'charpoly_factorization': [[[-100327719050, 1], 1]], 'hecke_orbit_code': 234881123, 'p': 47}
  • id: 296565
    {'charpoly_factorization': [[[275469097716, 1], 1]], 'hecke_orbit_code': 234881123, 'p': 53}
  • id: 296566
    {'charpoly_factorization': [[[-267676863080, 1], 1]], 'hecke_orbit_code': 234881123, 'p': 59}
  • id: 296567
    {'charpoly_factorization': [[[-563486626260, 1], 1]], 'hecke_orbit_code': 234881123, 'p': 61}
  • id: 296568
    {'charpoly_factorization': [[[-1080842815700, 1], 1]], 'hecke_orbit_code': 234881123, 'p': 67}
  • id: 296569
    {'charpoly_factorization': [[[-1150562265222, 1], 1]], 'hecke_orbit_code': 234881123, 'p': 71}
  • id: 296570
    {'charpoly_factorization': [[[345914515454, 1], 1]], 'hecke_orbit_code': 234881123, 'p': 73}
  • id: 296571
    {'charpoly_factorization': [[[2004080959294, 1], 1]], 'hecke_orbit_code': 234881123, 'p': 79}
  • id: 296572
    {'charpoly_factorization': [[[-3336732240564, 1], 1]], 'hecke_orbit_code': 234881123, 'p': 83}
  • id: 296573
    {'charpoly_factorization': [[[-5696238036294, 1], 1]], 'hecke_orbit_code': 234881123, 'p': 89}
  • id: 296574
    {'charpoly_factorization': [[[6550114593202, 1], 1]], 'hecke_orbit_code': 234881123, 'p': 97}
• 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': 1, 'label': '99.14.a.a', 'level': 99, 'portrait': 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', 'weight': 14}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 14981000
    {'hecke_orbit_code': 234881123, 'n': 1, 'trace_an': 1}
  • id: 14981001
    {'hecke_orbit_code': 234881123, 'n': 2, 'trace_an': -140}
  • id: 14981002
    {'hecke_orbit_code': 234881123, 'n': 3, 'trace_an': 0}
  • id: 14981003
    {'hecke_orbit_code': 234881123, 'n': 4, 'trace_an': 11408}
  • id: 14981004
    {'hecke_orbit_code': 234881123, 'n': 5, 'trace_an': -48740}
  • id: 14981005
    {'hecke_orbit_code': 234881123, 'n': 6, 'trace_an': 0}
  • id: 14981006
    {'hecke_orbit_code': 234881123, 'n': 7, 'trace_an': 487486}
  • id: 14981007
    {'hecke_orbit_code': 234881123, 'n': 8, 'trace_an': -450240}
  • id: 14981008
    {'hecke_orbit_code': 234881123, 'n': 9, 'trace_an': 0}
  • id: 14981009
    {'hecke_orbit_code': 234881123, 'n': 10, 'trace_an': 6823600}
  • id: 14981010
    {'hecke_orbit_code': 234881123, 'n': 11, 'trace_an': 1771561}
  • id: 14981011
    {'hecke_orbit_code': 234881123, 'n': 12, 'trace_an': 0}
  • id: 14981012
    {'hecke_orbit_code': 234881123, 'n': 13, 'trace_an': -18388304}
  • id: 14981013
    {'hecke_orbit_code': 234881123, 'n': 14, 'trace_an': -68248040}
  • id: 14981014
    {'hecke_orbit_code': 234881123, 'n': 15, 'trace_an': 0}
  • id: 14981015
    {'hecke_orbit_code': 234881123, 'n': 16, 'trace_an': -30420736}
  • id: 14981016
    {'hecke_orbit_code': 234881123, 'n': 17, 'trace_an': 96233254}
  • id: 14981017
    {'hecke_orbit_code': 234881123, 'n': 18, 'trace_an': 0}
  • id: 14981018
    {'hecke_orbit_code': 234881123, 'n': 19, 'trace_an': -14954652}
  • id: 14981019
    {'hecke_orbit_code': 234881123, 'n': 20, 'trace_an': -556025920}
  • id: 14981020
    {'hecke_orbit_code': 234881123, 'n': 21, 'trace_an': 0}
  • id: 14981021
    {'hecke_orbit_code': 234881123, 'n': 22, 'trace_an': -248018540}
  • id: 14981022
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  • id: 14981994
    {'hecke_orbit_code': 234881123, 'n': 995, 'trace_an': 70696123997819625360}
  • id: 14981995
    {'hecke_orbit_code': 234881123, 'n': 996, 'trace_an': 0}
  • id: 14981996
    {'hecke_orbit_code': 234881123, 'n': 997, 'trace_an': 36364288262729253920}
  • id: 14981997
    {'hecke_orbit_code': 234881123, 'n': 998, 'trace_an': -18471743307539067280}
  • id: 14981998
    {'hecke_orbit_code': 234881123, 'n': 999, 'trace_an': 0}
  • id: 14981999
    {'hecke_orbit_code': 234881123, 'n': 1000, 'trace_an': -1444370370690240000}