Embedded newform data - 529.8.a.k.1.55

Formats: - HTML - YAML - JSON - 2024-06-05T03:49:46.760977

• 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': 33856, 'analytic_conductor': 165.2516784811004, 'analytic_rank': 0, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[23, 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': [529, 1, [5], [1]], 'cm_discs': [], 'conrey_index': 1, 'dim': 65, 'fricke_eigenval': 1, 'has_non_self_twist': 0, 'hecke_cutters': [[2, [-13122731715625283710718699360747402090209578365583620399169536, -256813688002609158427963860167416970278401172423569365127921664, -676069415529183878475473188964642185968656627101549835703025664, 1696688593698875134635667937860960732121441372175004334232174592, 128246497936112482171574253937661635155132682046805282585051136, -1570233912482090729947455912431109703794028659534776660412858368, 331895350729641062313416982201647814888355087204725064281882624, 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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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[2.305822815058902, 0.0], [-0.09294863676238742, 0.0]], 'angles': [-0.12104194347700586, -0.07444273913732012, -0.14644865968338408, -0.3165191130781349, -0.1907685911403061, -0.34707154205756424, -0.16020359568033682, -0.12792529246414433, None, -0.12457442661229347, -0.2629530607699474, -0.15842826143136168, -0.30186899575228193, -0.21375361249682343, -0.10367166896254001, -0.24470977006930197, -0.3515678288794474, -0.2499884178947316, -0.3697333514324546, -0.14124488209396524, -0.2912262971223438, -0.27730265074867866, -0.09603365431459028, -0.2710331817042663, -0.28120925481967074, -0.2578344134861496, -0.3302912354474292, -0.3228157952787452, -0.329985162741893, -0.1800094963112576, -0.25265410451916226, -0.34030027661041534, -0.32446420447118746, -0.2359403826942298, -0.17326362170761228, -0.41986025144920675, -0.2246179717741017, -0.2849017076920951, -0.38256395898462103, -0.1968294034494092, -0.18704645013872756, -0.26975644899019285, -0.3088244288053068, -0.2530281697787501, 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-0.19062209936708274, -0.2566620811806046, -0.4212480581726142, -0.3489591010199549, -0.19485556589787642, -0.14771956155295715, -0.3836609751115862, -0.29862848061349634, -0.4358070068955837, -0.2048049115260046, -0.28179512104745214, -0.38698521949148035, -0.2885701647657208, -0.16051502591734393, -0.2942719533638325, -0.055677106539922604, -0.16396920227862596, -0.27222663820620435, -0.29733929232926254, -0.21840567906191619, -0.20152846103240155, -0.2783582367979893, -0.1765170736609828, -0.10037183613943503, -0.37431496069365183, -0.11707050708127974, -0.1494962504741901, -0.3141049688140563, -0.1850892508424808, -0.2883844596930706, -0.15808210024319666, -0.1914860089268159], 'char_orbit_index': 1, 'conrey_index': 1, 'dual_conrey_index': 1, 'dual_embedding_index': 55, 'dual_embedding_m': 55, 'embedding_index': 55, 'embedding_m': 55, 'hecke_orbit': 11, 'hecke_orbit_code': 45035996407923217, 'label': '529.8.a.k.1.55', 'level': 529, 'weight': 8}
• 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

  
  {'ALdims': [145, 139], 'Nk2': 33856, 'analytic_conductor': 165.2516784811004, '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': [529, 1, [5], [1]], 'conrey_index': 1, 'cusp_dim': 310, 'dim': 284, 'eis_dim': 24, 'eis_new_dim': 21, 'hecke_cutter_primes': [2, 5], 'hecke_orbit_code': 134218257, 'hecke_orbit_dims': [3, 5, 8, 10, 12, 12, 24, 28, 52, 65, 65], 'label': '529.8.a', 'level': 529, 'level_is_powerful': True, 'level_is_prime': False, 'level_is_prime_power': True, 'level_is_prime_square': True, 'level_is_square': True, 'level_is_squarefree': False, 'level_primes': [23], 'level_radical': 23, 'mf_dim': 334, 'mf_new_dim': 305, 'num_forms': 11, 'plus_dim': 145, 'prim_orbit_index': 1, 'relative_dim': 284, 'sturm_bound': 368, 'trace_bound': 5, 'trace_display': [16, 28, -388, -290], 'traces': [284, 16, 28, 17408, -388, 1120, -290, 4074, 188792, -8242, -6270, -730, -200, -10696, 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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: 47150200
    {'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 65, 'source_embedding_index': 55, 'source_hecke_orbit_code': 45035996407923217, 'source_is_minimal': False, 'source_label': '529.8.a.k.1.55', 'source_level': 529, 'target_conrey_index': 1, 'target_dim': 65, 'target_embedding_index': 55, 'target_hecke_orbit_code': 45035996407923217, 'target_is_minimal': False, 'target_label': '529.8.a.k.1.55', 'target_level': 529, 'twist_class_label': '23.8.c.a.2.12', 'twist_class_level': 23, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 8}
  • id: 47150201
    {'conductor': 23, 'degree': 10, 'order': 11, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 65, 'source_embedding_index': 55, 'source_hecke_orbit_code': 45035996407923217, 'source_is_minimal': False, 'source_label': '529.8.a.k.1.55', 'source_level': 529, 'target_conrey_index': 12, 'target_dim': 130, 'target_embedding_index': 12, 'target_hecke_orbit_code': 137573171223, 'target_is_minimal': True, 'target_label': '23.8.c.a.12.12', 'target_level': 23, 'twist_class_label': '23.8.c.a.2.12', 'twist_class_level': 23, 'twisting_char_label': '23.9', 'twisting_conrey_index': 9, 'weight': 8}
  • id: 47150202
    {'conductor': 23, 'degree': 10, 'order': 11, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 65, 'source_embedding_index': 55, 'source_hecke_orbit_code': 45035996407923217, 'source_is_minimal': False, 'source_label': '529.8.a.k.1.55', 'source_level': 529, 'target_conrey_index': 2, 'target_dim': 130, 'target_embedding_index': 12, 'target_hecke_orbit_code': 137573171223, 'target_is_minimal': True, 'target_label': '23.8.c.a.2.12', 'target_level': 23, 'twist_class_label': '23.8.c.a.2.12', 'twist_class_level': 23, 'twisting_char_label': '23.18', 'twisting_conrey_index': 18, 'weight': 8}
  • id: 47150203
    {'conductor': 23, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 65, 'source_embedding_index': 55, 'source_hecke_orbit_code': 45035996407923217, 'source_is_minimal': False, 'source_label': '529.8.a.k.1.55', 'source_level': 529, 'target_conrey_index': 1, 'target_dim': 65, 'target_embedding_index': 55, 'target_hecke_orbit_code': 40532396780552721, 'target_is_minimal': False, 'target_label': '529.8.a.j.1.55', 'target_level': 529, 'twist_class_label': '23.8.c.a.2.12', 'twist_class_level': 23, 'twisting_char_label': '23.22', 'twisting_conrey_index': 22, 'weight': 8}
• hecke_orbit_code 45035996407923217 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': 11, 'label': '529.8.a.k', 'level': 529, 'portrait': 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', 'weight': 8}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 55339429
    {'hecke_orbit_code': 45035996407923217, 'n': 1, 'trace_an': 65}
  • id: 55339430
    {'hecke_orbit_code': 45035996407923217, 'n': 2, 'trace_an': 8}
  • id: 55339431
    {'hecke_orbit_code': 45035996407923217, 'n': 3, 'trace_an': 14}
  • id: 55339432
    {'hecke_orbit_code': 45035996407923217, 'n': 4, 'trace_an': 3776}
  • id: 55339433
    {'hecke_orbit_code': 45035996407923217, 'n': 5, 'trace_an': 1181}
  • id: 55339434
    {'hecke_orbit_code': 45035996407923217, 'n': 6, 'trace_an': 1082}
  • id: 55339435
    {'hecke_orbit_code': 45035996407923217, 'n': 7, 'trace_an': 3628}
  • id: 55339436
    {'hecke_orbit_code': 45035996407923217, 'n': 8, 'trace_an': -5757}
  • id: 55339437
    {'hecke_orbit_code': 45035996407923217, 'n': 9, 'trace_an': 38263}
  • id: 55339438
    {'hecke_orbit_code': 45035996407923217, 'n': 10, 'trace_an': 6879}
  • id: 55339439
    {'hecke_orbit_code': 45035996407923217, 'n': 11, 'trace_an': 26147}
  • id: 55339440
    {'hecke_orbit_code': 45035996407923217, 'n': 12, 'trace_an': 35689}
  • id: 55339441
    {'hecke_orbit_code': 45035996407923217, 'n': 13, 'trace_an': -100}
  • id: 55339442
    {'hecke_orbit_code': 45035996407923217, 'n': 14, 'trace_an': 55020}
  • id: 55339443
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