Embedded newform data - 45.14.a.e.1.1

Formats: - HTML - YAML - JSON - 2026-03-10T05:47:38.973936

• 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': 8820, 'analytic_conductor': 48.253918028360715, 'analytic_rank': 0, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[3, -1], [5, 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': [45, 1, [11, 37], [1, 1]], 'cm_discs': [], 'conrey_index': 1, 'dim': 3, 'field_disc': 383726041, 'field_disc_factorization': [[139, 1], [1381, 1], [1999, 1]], 'field_poly': [-18720, -4466, -1, 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, [-901248, -11144, 142, 1]]], 'hecke_orbit': 5, 'hecke_orbit_code': 18014398744363053, 'hecke_ring_generator_nbound': 7, 'hecke_ring_index': 120, 'hecke_ring_index_factorization': [[2, 3], [3, 1], [5, 1]], 'hecke_ring_index_proved': True, 'inner_twist_count': 1, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1]], 'is_cm': False, 'is_largest': False, 'is_maximal': False, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': True, 'is_self_twist': False, 'is_twist_minimal': False, 'label': '45.14.a.e', 'level': 45, '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, 5], 'level_radical': 15, 'minimal_twist': '5.14.a.b', 'prim_orbit_index': 1, 'qexp_display': 'q+(-47+\\beta _{1})q^{2}+(5932-82\\beta _{1}+2\\beta _{2})q^{4}+\\cdots', 'related_objects': [], 'relative_dim': 3, 'rm_discs': [], 'sato_tate_group': '13.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '45.14.a', 'trace_display': [-142, 0, -46875, 448292], 'trace_hash': 1587687835741276083, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.078', 'prec': 17}, {'__RealLiteral__': 0, 'data': '2.884', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.496', 'prec': 17}, {'__RealLiteral__': 0, 'data': '21.808', 'prec': 20}, {'__RealLiteral__': 0, 'data': '4.113', 'prec': 17}, {'__RealLiteral__': 0, 'data': '244.520', 'prec': 24}], 'trace_zratio': 0, 'traces': [3, -142, 0, 17876, -46875, 0, 448292, -2580360, 0, 2218750, 6604004, 0, -33501974, 46562928, 0, 199912208, -83129542, 0, 97491100, -279312500, 0, -530907256, -316255836, 0, 732421875, 3746814044, 0, -6227646976, -2236171850, 0, 7482994376, -32169857312, 0, -30236073988, -7004562500, 0, 31447174242, 42518132360, 0, 40318125000, 10752884434, 0, 16930554856, 68395825168, 0, 246828204336, -31934201692, 0, -38956926629, -34667968750, 0, -18152597928, 221149123934, 0, -103187562500, 522876451200, 0, 854269976260, 55436423900, 0, 496161392746, 598069940736, 0, 3297565494336, 523468343750, 0, 459297824792, 2008021178776, 0, -727545750000, -521997878336, 0, 2505025571086, 2418323586508, 0, 621688050000, 385562457456, 0, 2990636883200, -3123628250000, 0, 5784848206924, -5137135467696, 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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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-0.18829977619600957, -0.28358178693224384, -0.2426452308965553, -0.3126250323888994, -0.3807986198300615, -0.31662734270844595, -0.22833980308726215, -0.30955429382590777], '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': -64.10839385227726, 'hecke_orbit': 5, 'hecke_orbit_code': 18014398744363053, 'label': '45.14.a.e.1.1', 'level': 45, 'weight': 14}
• 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': [4, 4, 7, 6], 'ALdims_eis_new': [0, 0, 0, 0], 'ALdims_eis_old': [2, 2, 2, 2], 'ALdims_old': [13, 15, 12, 13], 'Nk2': 8820, 'analytic_conductor': 48.253918028360715, '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': [45, 1, [11, 37], [1, 1]], 'conrey_index': 1, 'cusp_dim': 74, 'dim': 21, 'eis_dim': 8, 'eis_new_dim': 0, 'hecke_cutter_primes': [2], 'hecke_orbit_code': 234881069, 'hecke_orbit_dims': [1, 2, 2, 2, 3, 3, 4, 4], 'label': '45.14.a', 'level': 45, '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, 5], 'level_radical': 15, 'mf_dim': 82, 'mf_new_dim': 21, 'num_forms': 8, 'plus_dim': 10, 'prim_orbit_index': 1, 'relative_dim': 21, 'sturm_bound': 84, 'trace_bound': 2, 'trace_display': [-66, 0, -15625, 262960], 'traces': [21, 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48339181585410437400, 74496429536388562500, 0, -137029523804720473912, 112216050538057117680, 0, -1558822702677281250, -124425582777085236120, 0, -91593404412928550288, 144579452181005979672, 0, 53781919108538536992, -14708502166208715000, 0, 31344076967574661584, 11472318116517625000, 0, 141098522578006997206, -1086016898512751424, 0, 414321899414062500], 'weight': 14, '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: 44145246
    {'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 3, 'source_embedding_index': 1, 'source_hecke_orbit_code': 18014398744363053, 'source_is_minimal': False, 'source_label': '45.14.a.e.1.1', 'source_level': 45, 'target_conrey_index': 1, 'target_dim': 3, 'target_embedding_index': 1, 'target_hecke_orbit_code': 18014398744363053, 'target_is_minimal': False, 'target_label': '45.14.a.e.1.1', 'target_level': 45, 'twist_class_label': '5.14.a.b.1.3', 'twist_class_level': 5, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 14}
  • id: 44145247
    {'conductor': 3, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 3, 'source_embedding_index': 1, 'source_hecke_orbit_code': 18014398744363053, 'source_is_minimal': False, 'source_label': '45.14.a.e.1.1', 'source_level': 45, 'target_conrey_index': 1, 'target_dim': 3, 'target_embedding_index': 3, 'target_hecke_orbit_code': 4503599862251525, 'target_is_minimal': True, 'target_label': '5.14.a.b.1.3', 'target_level': 5, 'twist_class_label': '5.14.a.b.1.3', 'twist_class_level': 5, 'twisting_char_label': '3.2', 'twisting_conrey_index': 2, 'weight': 14}
  • id: 44145248
    {'conductor': 12, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 3, 'source_embedding_index': 1, 'source_hecke_orbit_code': 18014398744363053, 'source_is_minimal': False, 'source_label': '45.14.a.e.1.1', 'source_level': 45, 'target_conrey_index': 1, 'target_dim': 3, 'target_embedding_index': 2, 'target_hecke_orbit_code': 27021597999104080, 'target_is_minimal': False, 'target_label': '80.14.a.g.1.2', 'target_level': 80, 'twist_class_label': '5.14.a.b.1.3', 'twist_class_level': 5, 'twisting_char_label': '12.11', 'twisting_conrey_index': 11, 'weight': 14}
  • id: 44145249
    {'conductor': 15, 'degree': 2, 'order': 4, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 3, 'source_embedding_index': 1, 'source_hecke_orbit_code': 18014398744363053, 'source_is_minimal': False, 'source_label': '45.14.a.e.1.1', 'source_level': 45, 'target_conrey_index': 24, 'target_dim': 6, 'target_embedding_index': 6, 'target_hecke_orbit_code': 4503668581728281, 'target_is_minimal': False, 'target_label': '25.14.b.b.24.6', 'target_level': 25, 'twist_class_label': '5.14.a.b.1.3', 'twist_class_level': 5, 'twisting_char_label': '15.2', 'twisting_conrey_index': 2, 'weight': 14}
  • id: 44145250
    {'conductor': 15, 'degree': 2, 'order': 4, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 3, 'source_embedding_index': 1, 'source_hecke_orbit_code': 18014398744363053, 'source_is_minimal': False, 'source_label': '45.14.a.e.1.1', 'source_level': 45, 'target_conrey_index': 24, 'target_dim': 6, 'target_embedding_index': 1, 'target_hecke_orbit_code': 4503668581728281, 'target_is_minimal': False, 'target_label': '25.14.b.b.24.1', 'target_level': 25, 'twist_class_label': '5.14.a.b.1.3', 'twist_class_level': 5, 'twisting_char_label': '15.8', 'twisting_conrey_index': 8, 'weight': 14}
  • id: 44145251
    {'conductor': 15, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 3, 'source_embedding_index': 1, 'source_hecke_orbit_code': 18014398744363053, 'source_is_minimal': False, 'source_label': '45.14.a.e.1.1', 'source_level': 45, 'target_conrey_index': 1, 'target_dim': 3, 'target_embedding_index': 1, 'target_hecke_orbit_code': 4503599862251545, 'target_is_minimal': False, 'target_label': '25.14.a.b.1.1', 'target_level': 25, 'twist_class_label': '5.14.a.b.1.3', 'twist_class_level': 5, 'twisting_char_label': '15.14', 'twisting_conrey_index': 14, 'weight': 14}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 152300
    {'charpoly_factorization': [[[-901248, -11144, 142, 1], 1]], 'hecke_orbit_code': 18014398744363053, 'p': 2}
  • id: 152301
    {'charpoly_factorization': [[[0, 1], 3]], 'hecke_orbit_code': 18014398744363053, 'p': 3}
  • id: 152302
    {'charpoly_factorization': [[[15625, 1], 3]], 'hecke_orbit_code': 18014398744363053, 'p': 5}
  • id: 152303
    {'charpoly_factorization': [[[21268597977381888, -25372193664, -448292, 1], 1]], 'hecke_orbit_code': 18014398744363053, 'p': 7}
  • id: 152304
    {'charpoly_factorization': [[[-8884881428085085632, 13558779730672, -6604004, 1], 1]], 'hecke_orbit_code': 18014398744363053, 'p': 11}
  • id: 152305
    {'charpoly_factorization': [[[-1563271783694341784504, 212419069004, 33501974, 1], 1]], 'hecke_orbit_code': 18014398744363053, 'p': 13}
  • id: 152306
    {'charpoly_factorization': [[[-55487500862316842283768, -14209778241929204, 83129542, 1], 1]], 'hecke_orbit_code': 18014398744363053, 'p': 17}
  • id: 152307
    {'charpoly_factorization': [[[-1037255652409432406600000, -64102118148043600, -97491100, 1], 1]], 'hecke_orbit_code': 18014398744363053, 'p': 19}
  • id: 152308
    {'charpoly_factorization': [[[133931292277866194455870464, -811651820076302976, 316255836, 1], 1]], 'hecke_orbit_code': 18014398744363053, 'p': 23}
  • id: 152309
    {'charpoly_factorization': [[[-18108913405817953326976845000, -7912928658864706100, 2236171850, 1], 1]], 'hecke_orbit_code': 18014398744363053, 'p': 29}
  • id: 152310
    {'charpoly_factorization': [[[6132444377189056555141158912, -1820388793297310208, -7482994376, 1], 1]], 'hecke_orbit_code': 18014398744363053, 'p': 31}
  • id: 152311
    {'charpoly_factorization': [[[4639170238873510422337694935528, -3281607129629443284, -31447174242, 1], 1]], 'hecke_orbit_code': 18014398744363053, 'p': 37}
  • id: 152312
    {'charpoly_factorization': [[[8253822336083889128546423172648, -1878252325398766086548, -10752884434, 1], 1]], 'hecke_orbit_code': 18014398744363053, 'p': 41}
  • id: 152313
    {'charpoly_factorization': [[[348133205240641604230104841216, -150522473339731981936, -16930554856, 1], 1]], 'hecke_orbit_code': 18014398744363053, 'p': 43}
  • id: 152314
    {'charpoly_factorization': [[[-189220257698717224894255669425408, -6531732290197220637824, 31934201692, 1], 1]], 'hecke_orbit_code': 18014398744363053, 'p': 47}
  • id: 152315
    {'charpoly_factorization': [[[3309568873947408132481597732773144, -15594088245534104776916, -221149123934, 1], 1]], 'hecke_orbit_code': 18014398744363053, 'p': 53}
  • id: 152316
    {'charpoly_factorization': [[[-18597352789000427095731687195720000, -244199198813253186040400, -55436423900, 1], 1]], 'hecke_orbit_code': 18014398744363053, 'p': 59}
  • id: 152317
    {'charpoly_factorization': [[[83764819606760869989955719283778632, -168084690998783712859828, -496161392746, 1], 1]], 'hecke_orbit_code': 18014398744363053, 'p': 61}
  • id: 152318
    {'charpoly_factorization': [[[7818389965468583273428628145735168, 18034682757450178638096, -459297824792, 1], 1]], 'hecke_orbit_code': 18014398744363053, 'p': 67}
  • id: 152319
    {'charpoly_factorization': [[[409966168019034664147234020119036928, -1393240981596313522290368, 521997878336, 1], 1]], 'hecke_orbit_code': 18014398744363053, 'p': 71}
  • id: 152320
    {'charpoly_factorization': [[[118212552449667244478372643764878936, 869287653090325267846124, -2505025571086, 1], 1]], 'hecke_orbit_code': 18014398744363053, 'p': 73}
  • id: 152321
    {'charpoly_factorization': [[[2311380614388570099467421892193280000, 782560703023487892614400, -2990636883200, 1], 1]], 'hecke_orbit_code': 18014398744363053, 'p': 79}
  • id: 152322
    {'charpoly_factorization': [[[-1801370671283079270478985360345986176, 5391156736632767654808144, 5137135467696, 1], 1]], 'hecke_orbit_code': 18014398744363053, 'p': 83}
  • id: 152323
    {'charpoly_factorization': [[[-226967774209231184184590659394470215000, 119534442454068777421253100, -19423025958450, 1], 1]], 'hecke_orbit_code': 18014398744363053, 'p': 89}
  • id: 152324
    {'charpoly_factorization': [[[-565171605450676166255179927624501022792, -45947128061731293102745524, 11088325396458, 1], 1]], 'hecke_orbit_code': 18014398744363053, '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': '45.14.a.e', 'level': 45, 'portrait': 'data:image/png;base64,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', 'weight': 14}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 40335697
    {'hecke_orbit_code': 18014398744363053, 'n': 1, 'trace_an': 3}
  • id: 40335698
    {'hecke_orbit_code': 18014398744363053, 'n': 2, 'trace_an': -142}
  • id: 40335699
    {'hecke_orbit_code': 18014398744363053, 'n': 3, 'trace_an': 0}
  • id: 40335700
    {'hecke_orbit_code': 18014398744363053, 'n': 4, 'trace_an': 17876}
  • id: 40335701
    {'hecke_orbit_code': 18014398744363053, 'n': 5, 'trace_an': -46875}
  • id: 40335702
    {'hecke_orbit_code': 18014398744363053, 'n': 6, 'trace_an': 0}
  • id: 40335703
    {'hecke_orbit_code': 18014398744363053, 'n': 7, 'trace_an': 448292}
  • id: 40335704
    {'hecke_orbit_code': 18014398744363053, 'n': 8, 'trace_an': -2580360}
  • id: 40335705
    {'hecke_orbit_code': 18014398744363053, 'n': 9, 'trace_an': 0}
  • id: 40335706
    {'hecke_orbit_code': 18014398744363053, 'n': 10, 'trace_an': 2218750}
  • id: 40335707
    {'hecke_orbit_code': 18014398744363053, 'n': 11, 'trace_an': 6604004}
  • id: 40335708
    {'hecke_orbit_code': 18014398744363053, 'n': 12, 'trace_an': 0}
  • id: 40335709
    {'hecke_orbit_code': 18014398744363053, 'n': 13, 'trace_an': -33501974}
  • id: 40335710
    {'hecke_orbit_code': 18014398744363053, 'n': 14, 'trace_an': 46562928}
  • id: 40335711
    {'hecke_orbit_code': 18014398744363053, 'n': 15, 'trace_an': 0}
  • id: 40335712
    {'hecke_orbit_code': 18014398744363053, 'n': 16, 'trace_an': 199912208}
  • id: 40335713
    {'hecke_orbit_code': 18014398744363053, 'n': 17, 'trace_an': -83129542}
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