Embedded newform data - 23.10.c.a.2.3

Formats: - HTML - YAML - JSON - 2024-06-10T18:31:34.995171

• 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': 2300, 'analytic_conductor': 11.845824231769083, 'analytic_rank': 0, 'analytic_rank_proved': True, 'char_conductor': 23, 'char_degree': 10, 'char_is_minimal': True, 'char_is_real': False, 'char_orbit_index': 3, 'char_orbit_label': 'c', 'char_order': 11, 'char_parity': 1, 'char_values': [23, 11, [5], [1]], 'cm_discs': [], 'conrey_index': 2, 'dim': 170, 'has_non_self_twist': 1, 'hecke_cutters': [], 'hecke_orbit': 1, 'hecke_orbit_code': 137606725655, 'inner_twist_count': 2, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1], [1, 1, 23, 3, 1, 11, 0]], 'is_cm': False, 'is_largest': True, 'is_maximal': True, 'is_rm': False, 'is_self_dual': False, 'is_self_twist': False, 'is_twist_minimal': True, 'label': '23.10.c.a', 'level': 23, 'level_is_powerful': False, 'level_is_prime': True, 'level_is_prime_power': True, 'level_is_prime_square': False, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [23], 'level_radical': 23, 'minimal_twist': '23.10.c.a', 'prim_orbit_index': 3, 'related_objects': [], 'relative_dim': 17, 'rm_discs': [], 'sato_tate_group': '9.2.3.c11', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '23.10.c', 'trace_display': [-43, -157, 2265, 8605], 'traces': [170, -43, -157, -4619, 2265, 1532, 8605, -28412, -84756, -1485, 81163, -60588, -11089, 67821, 621703, -1909531, -753661, -726672, 2352257, 6591465, -5684355, -5946642, -4490346, 4177174, 545458, 10422936, -1144735, -5527093, -7002529, -24506121, 11263929, 46016973, -1003951, -12993751, 68486143, -39331073, -89526363, -94102532, 49805983, 272326679, 52330165, 66250835, -21814465, -105726610, -198216616, -320080243, -153217032, 325997510, 195154842, 365787994, 174282061, -10096756, -224456041, -1140098178, -379496843, 389457460, 84964017, 547323529, 129076539, -1362120205, 447029913, 796216240, 1061159027, 922158762, -180608527, 277416862, -319825461, -2693182722, -1160581515, -452062394, 97280089, 437472589, 839365275, 1826280178, 2985570317, 6472764418, -338423227, 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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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• 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

  
  {'Nk2': 2300, 'analytic_conductor': 11.845824231769083, 'char_conductor': 23, 'char_degree': 10, 'char_is_real': False, 'char_orbit_index': 3, 'char_orbit_label': 'c', 'char_order': 11, 'char_parity': 1, 'char_values': [23, 11, [5], [1]], 'conrey_index': 2, 'cusp_dim': 170, 'dim': 170, 'eis_dim': 20, 'eis_new_dim': 20, 'hecke_cutter_primes': [], 'hecke_orbit_code': 137606725655, 'hecke_orbit_dims': [170], 'label': '23.10.c', 'level': 23, 'level_is_powerful': False, 'level_is_prime': True, 'level_is_prime_power': True, 'level_is_prime_square': False, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [23], 'level_radical': 23, 'mf_dim': 190, 'mf_new_dim': 190, 'num_forms': 1, 'prim_orbit_index': 3, 'relative_dim': 17, 'sturm_bound': 20, 'trace_bound': 0, 'trace_display': [-43, -157, 2265, 8605], 'traces': [170, -43, -157, -4619, 2265, 1532, 8605, -28412, -84756, -1485, 81163, -60588, -11089, 67821, 621703, -1909531, -753661, -726672, 2352257, 6591465, -5684355, 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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: 1611795
    {'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 2, 'source_dim': 170, 'source_embedding_index': 3, 'source_hecke_orbit_code': 137606725655, 'source_is_minimal': True, 'source_label': '23.10.c.a.2.3', 'source_level': 23, 'target_conrey_index': 2, 'target_dim': 170, 'target_embedding_index': 3, 'target_hecke_orbit_code': 137606725655, 'target_is_minimal': True, 'target_label': '23.10.c.a.2.3', 'target_level': 23, 'twist_class_label': '23.10.c.a.2.3', 'twist_class_level': 23, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 10}
  • id: 1611796
    {'conductor': 23, 'degree': 10, 'order': 11, 'parity': 1, 'source_conrey_index': 2, 'source_dim': 170, 'source_embedding_index': 3, 'source_hecke_orbit_code': 137606725655, 'source_is_minimal': True, 'source_label': '23.10.c.a.2.3', 'source_level': 23, 'target_conrey_index': 12, 'target_dim': 170, 'target_embedding_index': 3, 'target_hecke_orbit_code': 137606725655, 'target_is_minimal': True, 'target_label': '23.10.c.a.12.3', 'target_level': 23, 'twist_class_label': '23.10.c.a.2.3', 'twist_class_level': 23, 'twisting_char_label': '23.12', 'twisting_conrey_index': 12, 'weight': 10}
• hecke_orbit_code 137606725655 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': 3, 'hecke_orbit': 1, 'label': '23.10.c.a', 'level': 23, 'portrait': 'data:image/png;base64,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', 'weight': 10}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 6153331
    {'hecke_orbit_code': 137606725655, 'n': 1, 'trace_an': 170}
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  • id: 6153526
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  • id: 6153541
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  • id: 6153567
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