Embedded newform data - 177.14.a.b.1.31

Formats: - HTML - YAML - JSON - 2024-05-06T01:44:37.645791

• 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': 34692, 'analytic_conductor': 189.79874424488548, 'analytic_rank': 1, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[3, 1], [59, 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': [177, 1, [119, 61], [1, 1]], 'cm_discs': [], 'conrey_index': 1, 'conrey_indexes': [1], 'dim': 31, 'fricke_eigenval': 1, 'has_non_self_twist': 0, 'hecke_orbit': 2, 'hecke_orbit_code': 4503599862251697, 'inner_twist_count': 1, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1]], 'is_cm': False, 'is_rm': False, 'is_self_dual': True, 'is_self_twist': False, 'is_twist_minimal': True, 'label': '177.14.a.b', 'level': 177, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [3, 59], 'level_radical': 177, 'minimal_twist': '177.14.a.b', 'prim_orbit_index': 1, 'related_objects': [], 'relative_dim': 31, 'rm_discs': [], 'sato_tate_group': '13.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '177.14.a', 'trace_display': [-52, -22599, 33486, -1135539], 'traces': [31, -52, -22599, 126886, 33486, 37908, -1135539, -1519749, 16474671, -3854663, 3943968, -92499894, -48510022, -51427459, -24411294, 370110498, 83288419, -27634932, -180425297, 753620445, 827807931, 2300196142, -1305810279, 1107897021, 8070954867, 464550322, -12010035159, -9887169562, 6248352277, 2810049327, -26730150789, -24001343230, -2875152672, -36571033348, 10255900979, 67432422726, -43284776933, -36293696947, 35363806038, -105980683856, -9961079285, 37490617611, -51755851288, -59623729442, 17795833326, -202287132683, -82747063727, -269810553042, 535277836542, 526974390461, -60717257451, 544982341446, 561701818494, 20145865428, -521861534450, -228056576664, 131530041513, 10555409160, -1307596542871, -549389304405, 618193248201, -1486611437386, -603471981699, 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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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-0.1748502735213922, -0.37214026613516743, -0.33983944647704173, -0.20034163513601635, -0.15860398337328566, -0.4026259586185306, -0.33329317316345963, -0.24502743518754838, -0.2690291258008451, -0.4548758955017927, -0.2886248505745541, -0.30374794753868495, -0.1977624785437559, -0.4265310929740277, -0.29875076544048695, -0.17690601864035174, -0.2800065509253323, -0.1775066945770189], 'char_orbit_index': 1, 'conrey_index': 1, 'dual_conrey_index': 1, 'dual_embedding_index': 31, 'dual_embedding_m': 31, 'embedding_index': 31, 'embedding_m': 31, 'hecke_orbit': 2, 'hecke_orbit_code': 4503599862251697, 'label': '177.14.a.b.1.31', 'level': 177, '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], [59, -1]], 30, 1], [[[3, 1], [59, -1]], 32, 1], [[[3, -1], [59, 1]], 31, 1], [[[3, 1], [59, 1]], 31, 1]], 'ALdims': [31, 32, 31, 30], 'Nk2': 34692, 'analytic_conductor': 189.79874424488548, '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': [177, 1, [119, 61], [1, 1]], 'conrey_index': 1, 'cusp_dim': 258, 'dim': 124, 'eis_dim': 4, 'eis_new_dim': 0, 'hecke_orbit_code': 234881201, 'hecke_orbit_dims': [30, 31, 31, 32], 'label': '177.14.a', 'level': 177, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [3, 59], 'level_radical': 177, 'mf_dim': 262, 'mf_new_dim': 124, 'num_forms': 4, 'plus_dim': 61, 'prim_orbit_index': 1, 'relative_dim': 124, 'sturm_bound': 280, 'trace_bound': 2, 'trace_display': [132, -1458, -21012, -265196], 'traces': [124, 132, -1458, 507544, -21012, 154548, 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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

  
  {'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 31, 'source_embedding_index': 31, 'source_hecke_orbit_code': 4503599862251697, 'source_is_minimal': True, 'source_label': '177.14.a.b.1.31', 'source_level': 177, 'target_conrey_index': 1, 'target_dim': 31, 'target_embedding_index': 31, 'target_hecke_orbit_code': 4503599862251697, 'target_is_minimal': True, 'target_label': '177.14.a.b.1.31', 'target_level': 177, 'twist_class_label': '177.14.a.b.1.31', 'twist_class_level': 177, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 14}
• hecke_orbit_code 4503599862251697 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': 2, 'label': '177.14.a.b', 'level': 177, 'portrait': 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', 'weight': 14}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 77129000
    {'hecke_orbit_code': 4503599862251697, 'n': 1, 'trace_an': 31}
  • id: 77129001
    {'hecke_orbit_code': 4503599862251697, 'n': 2, 'trace_an': -52}
  • id: 77129002
    {'hecke_orbit_code': 4503599862251697, 'n': 3, 'trace_an': -22599}
  • id: 77129003
    {'hecke_orbit_code': 4503599862251697, 'n': 4, 'trace_an': 126886}
  • id: 77129004
    {'hecke_orbit_code': 4503599862251697, 'n': 5, 'trace_an': 33486}
  • id: 77129005
    {'hecke_orbit_code': 4503599862251697, 'n': 6, 'trace_an': 37908}
  • id: 77129006
    {'hecke_orbit_code': 4503599862251697, 'n': 7, 'trace_an': -1135539}
  • id: 77129007
    {'hecke_orbit_code': 4503599862251697, 'n': 8, 'trace_an': -1519749}
  • id: 77129008
    {'hecke_orbit_code': 4503599862251697, 'n': 9, 'trace_an': 16474671}
  • id: 77129009
    {'hecke_orbit_code': 4503599862251697, 'n': 10, 'trace_an': -3854663}
  • id: 77129010
    {'hecke_orbit_code': 4503599862251697, 'n': 11, 'trace_an': 3943968}
  • id: 77129011
    {'hecke_orbit_code': 4503599862251697, 'n': 12, 'trace_an': -92499894}
  • id: 77129012
    {'hecke_orbit_code': 4503599862251697, 'n': 13, 'trace_an': -48510022}
  • id: 77129013
    {'hecke_orbit_code': 4503599862251697, 'n': 14, 'trace_an': -51427459}
  • id: 77129014
    {'hecke_orbit_code': 4503599862251697, 'n': 15, 'trace_an': -24411294}
  • id: 77129015
    {'hecke_orbit_code': 4503599862251697, 'n': 16, 'trace_an': 370110498}
  • id: 77129016
    {'hecke_orbit_code': 4503599862251697, 'n': 17, 'trace_an': 83288419}
  • id: 77129017
    {'hecke_orbit_code': 4503599862251697, 'n': 18, 'trace_an': -27634932}
  • id: 77129018
    {'hecke_orbit_code': 4503599862251697, 'n': 19, 'trace_an': -180425297}
  • id: 77129019
    {'hecke_orbit_code': 4503599862251697, 'n': 20, 'trace_an': 753620445}
  • id: 77129020
    {'hecke_orbit_code': 4503599862251697, 'n': 21, 'trace_an': 827807931}
  • id: 77129021
    {'hecke_orbit_code': 4503599862251697, 'n': 22, 'trace_an': 2300196142}
  • id: 77129022
    {'hecke_orbit_code': 4503599862251697, 'n': 23, 'trace_an': -1305810279}
  • id: 77129023
    {'hecke_orbit_code': 4503599862251697, 'n': 24, 'trace_an': 1107897021}
  • id: 77129024
    {'hecke_orbit_code': 4503599862251697, 'n': 25, 'trace_an': 8070954867}
  • id: 77129025
    {'hecke_orbit_code': 4503599862251697, 'n': 26, 'trace_an': 464550322}
  • id: 77129026
    {'hecke_orbit_code': 4503599862251697, 'n': 27, 'trace_an': -12010035159}
  • id: 77129027
    {'hecke_orbit_code': 4503599862251697, 'n': 28, 'trace_an': -9887169562}
  • id: 77129028
    {'hecke_orbit_code': 4503599862251697, 'n': 29, 'trace_an': 6248352277}
  • id: 77129029
    {'hecke_orbit_code': 4503599862251697, 'n': 30, 'trace_an': 2810049327}
  • id: 77129030
    {'hecke_orbit_code': 4503599862251697, 'n': 31, 'trace_an': -26730150789}
  • id: 77129031
    {'hecke_orbit_code': 4503599862251697, 'n': 32, 'trace_an': -24001343230}
  • id: 77129032
    {'hecke_orbit_code': 4503599862251697, 'n': 33, 'trace_an': -2875152672}
  • id: 77129033
    {'hecke_orbit_code': 4503599862251697, 'n': 34, 'trace_an': -36571033348}
  • id: 77129034
    {'hecke_orbit_code': 4503599862251697, 'n': 35, 'trace_an': 10255900979}
  • id: 77129035
    {'hecke_orbit_code': 4503599862251697, 'n': 36, 'trace_an': 67432422726}
  • id: 77129036
    {'hecke_orbit_code': 4503599862251697, 'n': 37, 'trace_an': -43284776933}
  • id: 77129037
    {'hecke_orbit_code': 4503599862251697, 'n': 38, 'trace_an': -36293696947}
  • id: 77129038
    {'hecke_orbit_code': 4503599862251697, 'n': 39, 'trace_an': 35363806038}
  • id: 77129039
    {'hecke_orbit_code': 4503599862251697, 'n': 40, 'trace_an': -105980683856}
  • id: 77129040
    {'hecke_orbit_code': 4503599862251697, 'n': 41, 'trace_an': -9961079285}
  • id: 77129041
    {'hecke_orbit_code': 4503599862251697, 'n': 42, 'trace_an': 37490617611}
  • id: 77129042
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