Newform data - 48.22.a.e

Formats: - HTML - YAML - JSON - 2023-03-29T01:23:58.557024

• 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_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': 23232, 'analytic_conductor': 134.14912525778982, 'analytic_rank': 1, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[2, -1], [3, -1]], 'atkin_lehner_string': '--', 'char_conductor': 1, 'char_degree': 1, 'char_is_minimal': False, 'char_is_real': True, 'char_orbit_index': 1, 'char_orbit_label': 'a', 'char_order': 1, 'char_parity': 1, 'char_values': [48, 1, [31, 37, 17], [1, 1, 1]], 'cm_discs': [], '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': [[5, [-3109950, 1]]], 'hecke_orbit': 5, 'hecke_orbit_code': 18014398878580784, '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': '48.22.a.e', 'level': 48, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 3], 'level_radical': 6, 'minimal_twist': '3.22.a.a', 'nf_label': '1.1.1.1', 'prim_orbit_index': 1, 'qexp_display': 'q+3^{10}q^{3}+3109950q^{5}-363303920q^{7}+\\cdots', 'related_objects': [], 'relative_dim': 1, 'rm_discs': [], 'sato_tate_group': '21.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '48.22.a', 'trace_display': [0, 59049, 3109950, -363303920], 'trace_hash': 2269689204393733042, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.003', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.997', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '5.017', 'prec': 17}], 'trace_zratio': 0, 'traces': [1, 0, 59049, 0, 3109950, 0, -363303920, 0, 3486784401, 0, -14581833156, 0, 113350790702, 0, 183639437550, 0, -8589389597982, 0, 29202939273796, 0, -21452733172080, 0, 155899214954280, 0, -467165369200625, 0, 205891132094649, 0, 2400788707090758, 0, -2239820676947000, 0, -861042666028644, 0, -1129857026004000, 0, -30785069383298890, 0, 6693250840162398, 0, -103207571041281030, 0, 165557270617488124, 0, 10843725147889950, 0, 66587216226477408, 0, -426556125795917607, 0, -507194866371239118, 0, 435422766592881630, 0, -45348772023502200, 0, 1724404361178380004, 0, -5534365798259081316, 0, -7176205164722961202, 0, -1266762441078151920, 0, 352515291543684900, 0, 15755449453068299812, 0, 9205692743835279720, 0, -26457854874259376232, 0, 13471249335464801450, 0, -27585647885927705625, 0, 5297637146360771520, 0, 16886125085525986840, 0, 12157665459056928801, 0, 170687980457962587972, 0, -26712572180244120900, 0, 141764172365002169142, 0, 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• mf_hecke_nf •

  Column	Type
  an	jsonb
  ap	jsonb
  char_orbit_index	smallint
  field_poly	numeric[]
  hecke_orbit_code	bigint
  hecke_ring_character_values	jsonb
  hecke_ring_cyclotomic_generator	integer
  hecke_ring_denominators	numeric[]
  hecke_ring_inverse_denominators	numeric[]
  hecke_ring_inverse_numerators	numeric[]
  hecke_ring_numerators	numeric[]
  hecke_ring_power_basis	boolean
  hecke_ring_rank	integer
  label	text
  level	integer
  maxp	integer
  weight	smallint

  
  {'an': [[1], [0], [59049], [0], [3109950], [0], [-363303920], [0], [3486784401], [0], [-14581833156], [0], [113350790702], [0], [183639437550], [0], [-8589389597982], [0], [29202939273796], [0], [-21452733172080], [0], [155899214954280], [0], [-467165369200625], [0], [205891132094649], [0], [2400788707090758], [0], [-2239820676947000], [0], [-861042666028644], [0], [-1129857026004000], [0], [-30785069383298890], [0], [6693250840162398], [0], [-103207571041281030], [0], [165557270617488124], [0], [10843725147889950], [0], [66587216226477408], [0], [-426556125795917607], [0], [-507194866371239118], [0], [435422766592881630], [0], [-45348772023502200], [0], [1724404361178380004], [0], [-5534365798259081316], [0], [-7176205164722961202], [0], [-1266762441078151920], [0], [352515291543684900], [0], [15755449453068299812], [0], [9205692743835279720], [0], [-26457854874259376232], [0], [13471249335464801450], [0], [-27585647885927705625], [0], [5297637146360771520], [0], [16886125085525986840], [0], [12157665459056928801], [0], [170687980457962587972], [0], [-26712572180244120900], [0], [141764172365002169142], [0], [-312592486939587043686], [0], [-41180786597136151840], [0], [-132259171153043403000], [0], [90819680994541870200], [0], [949014545286007636418], [0], [-50843708386325399556], [0]], 'ap': [[0], [59049], [3109950], [-363303920], [-14581833156], [113350790702], [-8589389597982], [29202939273796], [155899214954280], [2400788707090758], [-2239820676947000], [-30785069383298890], [-103207571041281030], [165557270617488124], [66587216226477408], [435422766592881630], [-5534365798259081316], [-7176205164722961202], [15755449453068299812], [-26457854874259376232], [13471249335464801450], [16886125085525986840], [170687980457962587972], [-312592486939587043686], [949014545286007636418], [144797966936465366286], [-2196268356005856547616], [163086727234969180908], [224852099648466415214], [-4241184922644579319662], [-1663119584635126200968], 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'char_orbit_index': 1, 'field_poly': [0, 1], 'hecke_orbit_code': 18014398878580784, 'hecke_ring_cyclotomic_generator': 0, 'hecke_ring_power_basis': True, 'hecke_ring_rank': 1, 'label': '48.22.a.e', 'level': 48, 'maxp': 2999, 'weight': 22}
• mf_newspaces •

  Column	Type
  AL_dims	jsonb
  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_indexes	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': [[[[2, -1], [3, -1]], 5, 4], [[[2, 1], [3, -1]], 6, 2], [[[2, -1], [3, 1]], 5, 4], [[[2, 1], [3, 1]], 5, 2]], 'Nk2': 23232, 'analytic_conductor': 134.14912525778982, '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': [48, 1, [31, 37, 17], [1, 1, 1]], 'conrey_indexes': [1], 'cusp_dim': 162, 'dim': 21, 'eis_dim': 12, 'eis_new_dim': 0, 'hecke_cutter_primes': [5], 'hecke_orbit_code': 369098800, 'hecke_orbit_dims': [1, 1, 1, 1, 1, 1, 2, 2, 2, 3, 3, 3], 'label': '48.22.a', 'level': 48, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 3], 'level_radical': 6, 'mf_dim': 174, 'mf_new_dim': 21, 'num_forms': 12, 'plus_dim': 10, 'prim_orbit_index': 1, 'relative_dim': 21, 'sturm_bound': 176, 'trace_bound': 5, 'trace_display': [0, 59049, 20783558, 3921376], 'traces': [21, 0, 59049, 0, 20783558, 0, 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• 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: 39483
    {'conductor': 4, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 5, 'source_is_minimal': False, 'source_label': '48.22.a.e', 'source_level': 48, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 1, 'target_is_minimal': True, 'target_label': '3.22.a.a', 'target_level': 3, 'twist_class_label': '3.22.a.a', 'twist_class_level': 3, 'twisting_char_label': '4.b', 'twisting_char_orbit': 2, 'weight': 22}
  • id: 39484
    {'conductor': 12, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 5, 'source_is_minimal': False, 'source_label': '48.22.a.e', 'source_level': 48, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 4, 'target_is_minimal': False, 'target_label': '9.22.a.d', 'target_level': 9, 'twist_class_label': '3.22.a.a', 'twist_class_level': 3, 'twisting_char_label': '12.b', 'twisting_char_orbit': 2, 'weight': 22}
  • id: 39485
    {'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 5, 'source_is_minimal': False, 'source_label': '48.22.a.e', 'source_level': 48, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 5, 'target_is_minimal': False, 'target_label': '48.22.a.e', 'target_level': 48, 'twist_class_label': '3.22.a.a', 'twist_class_level': 3, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 22}
  • id: 39486
    {'conductor': 20, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 5, 'source_is_minimal': False, 'source_label': '48.22.a.e', 'source_level': 48, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 3, 'target_is_minimal': False, 'target_label': '75.22.a.c', 'target_level': 75, 'twist_class_label': '3.22.a.a', 'twist_class_level': 3, 'twisting_char_label': '20.d', 'twisting_char_orbit': 4, 'weight': 22}
  • id: 39487
    {'conductor': 20, 'degree': 2, 'multiplicity': 2, 'order': 4, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 5, 'source_is_minimal': False, 'source_label': '48.22.a.e', 'source_level': 48, 'target_char_orbit': 2, 'target_dim': 2, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '75.22.b.a', 'target_level': 75, 'twist_class_label': '3.22.a.a', 'twist_class_level': 3, 'twisting_char_label': '20.e', 'twisting_char_orbit': 5, 'weight': 22}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 161600
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 18014398878580784, 'p': 2}
  • id: 161601
    {'charpoly_factorization': [[[-59049, 1], 1]], 'hecke_orbit_code': 18014398878580784, 'p': 3}
  • id: 161602
    {'charpoly_factorization': [[[-3109950, 1], 1]], 'hecke_orbit_code': 18014398878580784, 'p': 5}
  • id: 161603
    {'charpoly_factorization': [[[363303920, 1], 1]], 'hecke_orbit_code': 18014398878580784, 'p': 7}
  • id: 161604
    {'charpoly_factorization': [[[14581833156, 1], 1]], 'hecke_orbit_code': 18014398878580784, 'p': 11}
  • id: 161605
    {'charpoly_factorization': [[[-113350790702, 1], 1]], 'hecke_orbit_code': 18014398878580784, 'p': 13}
  • id: 161606
    {'charpoly_factorization': [[[8589389597982, 1], 1]], 'hecke_orbit_code': 18014398878580784, 'p': 17}
  • id: 161607
    {'charpoly_factorization': [[[-29202939273796, 1], 1]], 'hecke_orbit_code': 18014398878580784, 'p': 19}
  • id: 161608
    {'charpoly_factorization': [[[-155899214954280, 1], 1]], 'hecke_orbit_code': 18014398878580784, 'p': 23}
  • id: 161609
    {'charpoly_factorization': [[[-2400788707090758, 1], 1]], 'hecke_orbit_code': 18014398878580784, 'p': 29}
  • id: 161610
    {'charpoly_factorization': [[[2239820676947000, 1], 1]], 'hecke_orbit_code': 18014398878580784, 'p': 31}
  • id: 161611
    {'charpoly_factorization': [[[30785069383298890, 1], 1]], 'hecke_orbit_code': 18014398878580784, 'p': 37}
  • id: 161612
    {'charpoly_factorization': [[[103207571041281030, 1], 1]], 'hecke_orbit_code': 18014398878580784, 'p': 41}
  • id: 161613
    {'charpoly_factorization': [[[-165557270617488124, 1], 1]], 'hecke_orbit_code': 18014398878580784, 'p': 43}
  • id: 161614
    {'charpoly_factorization': [[[-66587216226477408, 1], 1]], 'hecke_orbit_code': 18014398878580784, 'p': 47}
  • id: 161615
    {'charpoly_factorization': [[[-435422766592881630, 1], 1]], 'hecke_orbit_code': 18014398878580784, 'p': 53}
  • id: 161616
    {'charpoly_factorization': [[[5534365798259081316, 1], 1]], 'hecke_orbit_code': 18014398878580784, 'p': 59}
  • id: 161617
    {'charpoly_factorization': [[[7176205164722961202, 1], 1]], 'hecke_orbit_code': 18014398878580784, 'p': 61}
  • id: 161618
    {'charpoly_factorization': [[[-15755449453068299812, 1], 1]], 'hecke_orbit_code': 18014398878580784, 'p': 67}
  • id: 161619
    {'charpoly_factorization': [[[26457854874259376232, 1], 1]], 'hecke_orbit_code': 18014398878580784, 'p': 71}
  • id: 161620
    {'charpoly_factorization': [[[-13471249335464801450, 1], 1]], 'hecke_orbit_code': 18014398878580784, 'p': 73}
  • id: 161621
    {'charpoly_factorization': [[[-16886125085525986840, 1], 1]], 'hecke_orbit_code': 18014398878580784, 'p': 79}
  • id: 161622
    {'charpoly_factorization': [[[-170687980457962587972, 1], 1]], 'hecke_orbit_code': 18014398878580784, 'p': 83}
  • id: 161623
    {'charpoly_factorization': [[[312592486939587043686, 1], 1]], 'hecke_orbit_code': 18014398878580784, 'p': 89}
  • id: 161624
    {'charpoly_factorization': [[[-949014545286007636418, 1], 1]], 'hecke_orbit_code': 18014398878580784, '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': 5, 'label': '48.22.a.e', 'level': 48, 'portrait': 'data:image/png;base64,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', 'weight': 22}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 156514000
    {'hecke_orbit_code': 18014398878580784, 'n': 1, 'trace_an': 1}
  • id: 156514001
    {'hecke_orbit_code': 18014398878580784, 'n': 2, 'trace_an': 0}
  • id: 156514002
    {'hecke_orbit_code': 18014398878580784, 'n': 3, 'trace_an': 59049}
  • id: 156514003
    {'hecke_orbit_code': 18014398878580784, 'n': 4, 'trace_an': 0}
  • id: 156514004
    {'hecke_orbit_code': 18014398878580784, 'n': 5, 'trace_an': 3109950}
  • id: 156514005
    {'hecke_orbit_code': 18014398878580784, 'n': 6, 'trace_an': 0}
  • id: 156514006
    {'hecke_orbit_code': 18014398878580784, 'n': 7, 'trace_an': -363303920}
  • id: 156514007
    {'hecke_orbit_code': 18014398878580784, 'n': 8, 'trace_an': 0}
  • id: 156514008
    {'hecke_orbit_code': 18014398878580784, 'n': 9, 'trace_an': 3486784401}
  • id: 156514009
    {'hecke_orbit_code': 18014398878580784, 'n': 10, 'trace_an': 0}
  • id: 156514010
    {'hecke_orbit_code': 18014398878580784, 'n': 11, 'trace_an': -14581833156}
  • id: 156514011
    {'hecke_orbit_code': 18014398878580784, 'n': 12, 'trace_an': 0}
  • id: 156514012
    {'hecke_orbit_code': 18014398878580784, 'n': 13, 'trace_an': 113350790702}
  • id: 156514013
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