Embedded newform data - 89.10.f.a.11.20

Formats: - HTML - YAML - JSON - 2024-05-29T05:51:11.580103

• 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': 8900, 'analytic_conductor': 45.83818941858471, 'analytic_rank': 0, 'analytic_rank_proved': True, 'char_conductor': 89, 'char_degree': 10, 'char_is_minimal': True, 'char_is_real': False, 'char_orbit_index': 6, 'char_orbit_label': 'f', 'char_order': 22, 'char_parity': 1, 'char_values': [89, 22, [3], [21]], 'cm_discs': [], 'conrey_index': 11, 'dim': 660, 'has_non_self_twist': 1, 'hecke_cutters': [], 'hecke_orbit': 1, 'hecke_orbit_code': 343765155929, 'inner_twist_count': 2, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1], [1, 1, 89, 6, 1, 22, 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': '89.10.f.a', 'level': 89, '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': [89], 'level_radical': 89, 'minimal_twist': '89.10.f.a', 'prim_orbit_index': 6, 'related_objects': [], 'relative_dim': 66, 'rm_discs': [], 'sato_tate_group': '9.2.3.c22', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '89.10.f', 'trace_display': [-9, -825, -5127, -11], 'traces': [660, -9, -825, -16393, -5127, -11, -11, 1015, 489535, -225841, -224944, 0, -11, 1940664, -11, -5125641, 1457606, 2864796, -11, -5955661, 856653, 13531907, -11, 5621, -31973709, -4206763, -17737896, -11, 10200729, -81004858, -11, -44372422, -19516475, 35594328, -35970209, 71890930, 0, -87132859, 42308203, -128175356, 60926635, 121333817, 296517661, 115664209, 48133749, 311125309, -46792325, -141127426, 164252871, 103838041, -427287971, 0, 850769769, -329099771, 793594654, -2036185316, -154197519, 188920501, 405753711, 21484364, 344711653, -1167226764, -1320295229, -134364169, 1450391239, 863803105, 646170445, 1285178775, -221829309, 854155808, -1113621013, -2392386072, -314298299, -479039451, -3075936347, -6170784400, 0, -2037231963, -79886655, 6302566534, 281226707, 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-238156971346139, -625961611484033, -104973120151078, 533360614250042], 'weight': 10, 'weight_parity': 1}
• 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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-0.13222851477077305, -0.08947484855307426, -0.24161654639380642, -0.18321249244632837, -0.09096467479837252, -0.2982280346444263, 0.15446099060225368, -0.21656285180567086, -0.08235002361683094, -0.13671273878505588, 0.014995126356187782, -0.36597942713534015, -0.07741210498133276, 0.08777590968242972, 0.0723187787326419, -0.19922065316991205], 'char_orbit_index': 6, 'conrey_index': 11, 'dual_conrey_index': 81, 'dual_embedding_index': 20, 'dual_embedding_m': 482, 'embedding_index': 20, 'embedding_m': 20, 'hecke_orbit': 1, 'hecke_orbit_code': 343765155929, 'label': '89.10.f.a.11.20', 'level': 89, 'weight': 10}
• 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': 8900, 'analytic_conductor': 45.83818941858471, 'char_conductor': 89, 'char_degree': 10, 'char_is_real': False, 'char_orbit_index': 6, 'char_orbit_label': 'f', 'char_order': 22, 'char_parity': 1, 'char_values': [89, 22, [3], [21]], 'conrey_index': 11, 'cusp_dim': 660, 'dim': 660, 'eis_dim': 20, 'eis_new_dim': 20, 'hecke_orbit_code': 343765155929, 'hecke_orbit_dims': [660], 'label': '89.10.f', 'level': 89, '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': [89], 'level_radical': 89, 'mf_dim': 680, 'mf_new_dim': 680, 'num_forms': 1, 'prim_orbit_index': 6, 'relative_dim': 66, 'sturm_bound': 75, 'trace_bound': 0, 'trace_display': [-9, -825, -5127, -11], 'traces': [660, -9, -825, -16393, -5127, -11, -11, 1015, 489535, -225841, -224944, 0, -11, 1940664, -11, -5125641, 1457606, 2864796, -11, -5955661, 856653, 13531907, -11, 5621, -31973709, -4206763, 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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: 3751245
    {'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 11, 'source_dim': 660, 'source_embedding_index': 20, 'source_hecke_orbit_code': 343765155929, 'source_is_minimal': True, 'source_label': '89.10.f.a.11.20', 'source_level': 89, 'target_conrey_index': 11, 'target_dim': 660, 'target_embedding_index': 20, 'target_hecke_orbit_code': 343765155929, 'target_is_minimal': True, 'target_label': '89.10.f.a.11.20', 'target_level': 89, 'twist_class_label': '89.10.f.a.11.20', 'twist_class_level': 89, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 10}
  • id: 3751246
    {'conductor': 89, 'degree': 10, 'order': 22, 'parity': 1, 'source_conrey_index': 11, 'source_dim': 660, 'source_embedding_index': 20, 'source_hecke_orbit_code': 343765155929, 'source_is_minimal': True, 'source_label': '89.10.f.a.11.20', 'source_level': 89, 'target_conrey_index': 81, 'target_dim': 660, 'target_embedding_index': 20, 'target_hecke_orbit_code': 343765155929, 'target_is_minimal': True, 'target_label': '89.10.f.a.81.20', 'target_level': 89, 'twist_class_label': '89.10.f.a.11.20', 'twist_class_level': 89, 'twisting_char_label': '89.81', 'twisting_conrey_index': 81, 'weight': 10}
• hecke_orbit_code 343765155929 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': 6, 'hecke_orbit': 1, 'label': '89.10.f.a', 'level': 89, '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: 8572890
    {'hecke_orbit_code': 343765155929, 'n': 1, 'trace_an': 660}
  • id: 8572891
    {'hecke_orbit_code': 343765155929, 'n': 2, 'trace_an': -9}
  • id: 8572892
    {'hecke_orbit_code': 343765155929, 'n': 3, 'trace_an': -825}
  • id: 8572893
    {'hecke_orbit_code': 343765155929, 'n': 4, 'trace_an': -16393}
  • id: 8572894
    {'hecke_orbit_code': 343765155929, 'n': 5, 'trace_an': -5127}
  • id: 8572895
    {'hecke_orbit_code': 343765155929, 'n': 6, 'trace_an': -11}
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