Embedded newform data - 12.20.b.a.11.5

Formats: - HTML - YAML - JSON - 2024-04-27T11:38:07.660074

• 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': 4800, 'analytic_conductor': 27.45800358676569, 'analytic_rank': 0, 'analytic_rank_proved': True, 'char_conductor': 12, 'char_degree': 1, 'char_is_minimal': True, 'char_is_real': True, 'char_orbit_index': 2, 'char_orbit_label': 'b', 'char_order': 2, 'char_parity': 1, 'char_values': [12, 2, [7, 5], [1, 1]], 'cm_discs': [], 'conrey_index': 11, 'conrey_indexes': [11], 'dim': 36, 'has_non_self_twist': 1, 'hecke_cutters': [], 'hecke_orbit': 1, 'hecke_orbit_code': 69055021068, 'inner_twist_count': 4, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1], [1, 1, 3, 2, -1, 2, 0], [1, 1, 4, 2, -1, 2, 0], [1, 1, 12, 2, 1, 2, 0]], 'is_cm': False, 'is_rm': False, 'is_self_dual': False, 'is_self_twist': False, 'is_twist_minimal': True, 'label': '12.20.b.a', 'level': 12, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 3], 'level_radical': 6, 'minimal_twist': '12.20.b.a', 'prim_orbit_index': 2, 'related_objects': [], 'relative_dim': 36, 'rm_discs': [], 'sato_tate_group': '19.2.3.c2', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '12.20.b', 'trace_display': [0, 0, 0, 0], 'traces': [36, 0, 0, -47880, 0, 21771144, 0, 0, -809473644, -4162950000, 0, -2268767880, -25913431656, 0, 0, 791689296672, 0, 2852271258192, 0, 0, -1650825908424, 7247870602416, 0, 23719435803936, -118879690462380, 0, 0, -7629081673968, 0, 37456727138640, 0, 0, 529254701828640, -248241675948480, 0, -1177548745309416, 1847838600168120, 0, 0, -40433256181440, 0, -2709671988768336, 0, 0, -4365410114088000, 17206125364795104, 0, 1561106052682272, -49399737041580084, 0, 0, 16558671470242896, 0, 40087412948587896, 0, 0, 44803667812766472, -34645536255764880, 0, 50260381053157440, 174742350239997144, 0, 0, -139766490424918656, 0, -87772097712685968, 0, 0, -957190369821780672, 244663962371376480, 0, 54134736422921280, -1445122541399481432, 0, 0, 2744130151937256048, 0, 1125465917961999024, 0, 0, 1033298241353042436, 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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
  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

  
  {'Nk2': 4800, 'analytic_conductor': 27.45800358676569, 'char_conductor': 12, 'char_degree': 1, 'char_is_real': True, 'char_orbit_index': 2, 'char_orbit_label': 'b', 'char_order': 2, 'char_parity': 1, 'char_values': [12, 2, [7, 5], [1, 1]], 'conrey_index': 11, 'cusp_dim': 36, 'dim': 36, 'eis_dim': 4, 'eis_new_dim': 4, 'hecke_orbit_code': 69055021068, 'hecke_orbit_dims': [36], 'label': '12.20.b', 'level': 12, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 3], 'level_radical': 6, 'mf_dim': 40, 'mf_new_dim': 40, 'num_forms': 1, 'prim_orbit_index': 2, 'relative_dim': 36, 'sturm_bound': 40, 'trace_bound': 0, 'trace_display': [0, 0, 0, 0], 'traces': [36, 0, 0, -47880, 0, 21771144, 0, 0, -809473644, -4162950000, 0, -2268767880, -25913431656, 0, 0, 791689296672, 0, 2852271258192, 0, 0, -1650825908424, 7247870602416, 0, 23719435803936, -118879690462380, 0, 0, -7629081673968, 0, 37456727138640, 0, 0, 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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: 758255
    {'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 11, 'source_dim': 36, 'source_embedding_index': 5, 'source_hecke_orbit_code': 69055021068, 'source_is_minimal': True, 'source_label': '12.20.b.a.11.5', 'source_level': 12, 'target_conrey_index': 11, 'target_dim': 36, 'target_embedding_index': 5, 'target_hecke_orbit_code': 69055021068, 'target_is_minimal': True, 'target_label': '12.20.b.a.11.5', 'target_level': 12, 'twist_class_label': '12.20.b.a.11.5', 'twist_class_level': 12, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 20}
  • id: 758256
    {'conductor': 3, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 11, 'source_dim': 36, 'source_embedding_index': 5, 'source_hecke_orbit_code': 69055021068, 'source_is_minimal': True, 'source_label': '12.20.b.a.11.5', 'source_level': 12, 'target_conrey_index': 11, 'target_dim': 36, 'target_embedding_index': 32, 'target_hecke_orbit_code': 69055021068, 'target_is_minimal': True, 'target_label': '12.20.b.a.11.32', 'target_level': 12, 'twist_class_label': '12.20.b.a.11.5', 'twist_class_level': 12, 'twisting_char_label': '3.2', 'twisting_conrey_index': 2, 'weight': 20}
  • id: 758257
    {'conductor': 4, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 11, 'source_dim': 36, 'source_embedding_index': 5, 'source_hecke_orbit_code': 69055021068, 'source_is_minimal': True, 'source_label': '12.20.b.a.11.5', 'source_level': 12, 'target_conrey_index': 11, 'target_dim': 36, 'target_embedding_index': 31, 'target_hecke_orbit_code': 69055021068, 'target_is_minimal': True, 'target_label': '12.20.b.a.11.31', 'target_level': 12, 'twist_class_label': '12.20.b.a.11.5', 'twist_class_level': 12, 'twisting_char_label': '4.3', 'twisting_conrey_index': 3, 'weight': 20}
  • id: 758258
    {'conductor': 12, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 11, 'source_dim': 36, 'source_embedding_index': 5, 'source_hecke_orbit_code': 69055021068, 'source_is_minimal': True, 'source_label': '12.20.b.a.11.5', 'source_level': 12, 'target_conrey_index': 11, 'target_dim': 36, 'target_embedding_index': 6, 'target_hecke_orbit_code': 69055021068, 'target_is_minimal': True, 'target_label': '12.20.b.a.11.6', 'target_level': 12, 'twist_class_label': '12.20.b.a.11.5', 'twist_class_level': 12, 'twisting_char_label': '12.11', 'twisting_conrey_index': 11, 'weight': 20}
• hecke_orbit_code 69055021068 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': 2, 'hecke_orbit': 1, 'label': '12.20.b.a', 'level': 12, 'portrait': 'data:image/png;base64,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', 'weight': 20}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 20322000
    {'hecke_orbit_code': 69055021068, 'n': 1, 'trace_an': 36}
  • id: 20322001
    {'hecke_orbit_code': 69055021068, 'n': 2, 'trace_an': 0}
  • id: 20322002
    {'hecke_orbit_code': 69055021068, 'n': 3, 'trace_an': 0}
  • id: 20322003
    {'hecke_orbit_code': 69055021068, 'n': 4, 'trace_an': -47880}
  • id: 20322004
    {'hecke_orbit_code': 69055021068, 'n': 5, 'trace_an': 0}
  • id: 20322005
    {'hecke_orbit_code': 69055021068, 'n': 6, 'trace_an': 21771144}
  • id: 20322006
    {'hecke_orbit_code': 69055021068, 'n': 7, 'trace_an': 0}
  • id: 20322007
    {'hecke_orbit_code': 69055021068, 'n': 8, 'trace_an': 0}
  • id: 20322008
    {'hecke_orbit_code': 69055021068, 'n': 9, 'trace_an': -809473644}
  • id: 20322009
    {'hecke_orbit_code': 69055021068, 'n': 10, 'trace_an': -4162950000}
  • id: 20322010
    {'hecke_orbit_code': 69055021068, 'n': 11, 'trace_an': 0}
  • id: 20322011
    {'hecke_orbit_code': 69055021068, 'n': 12, 'trace_an': -2268767880}
  • id: 20322012
    {'hecke_orbit_code': 69055021068, 'n': 13, 'trace_an': -25913431656}
  • id: 20322013
    {'hecke_orbit_code': 69055021068, 'n': 14, 'trace_an': 0}
  • id: 20322014
    {'hecke_orbit_code': 69055021068, 'n': 15, 'trace_an': 0}
  • id: 20322015
    {'hecke_orbit_code': 69055021068, 'n': 16, 'trace_an': 791689296672}
  • id: 20322016
    {'hecke_orbit_code': 69055021068, 'n': 17, 'trace_an': 0}
  • id: 20322017
    {'hecke_orbit_code': 69055021068, 'n': 18, 'trace_an': 2852271258192}
  • id: 20322018
    {'hecke_orbit_code': 69055021068, 'n': 19, 'trace_an': 0}
  • id: 20322019
    {'hecke_orbit_code': 69055021068, 'n': 20, 'trace_an': 0}
  • id: 20322020
    {'hecke_orbit_code': 69055021068, 'n': 21, 'trace_an': -1650825908424}
  • id: 20322021
    {'hecke_orbit_code': 69055021068, 'n': 22, 'trace_an': 7247870602416}
  • id: 20322022
    {'hecke_orbit_code': 69055021068, 'n': 23, 'trace_an': 0}
  • id: 20322023
    {'hecke_orbit_code': 69055021068, 'n': 24, 'trace_an': 23719435803936}
  • id: 20322024
    {'hecke_orbit_code': 69055021068, 'n': 25, 'trace_an': -118879690462380}
  • id: 20322025
    {'hecke_orbit_code': 69055021068, 'n': 26, 'trace_an': 0}
  • id: 20322026
    {'hecke_orbit_code': 69055021068, 'n': 27, 'trace_an': 0}
  • id: 20322027
    {'hecke_orbit_code': 69055021068, 'n': 28, 'trace_an': -7629081673968}
  • id: 20322028
    {'hecke_orbit_code': 69055021068, 'n': 29, 'trace_an': 0}
  • id: 20322029
    {'hecke_orbit_code': 69055021068, 'n': 30, 'trace_an': 37456727138640}
  • id: 20322030
    {'hecke_orbit_code': 69055021068, 'n': 31, 'trace_an': 0}
  • id: 20322031
    {'hecke_orbit_code': 69055021068, 'n': 32, 'trace_an': 0}
  • id: 20322032
    {'hecke_orbit_code': 69055021068, 'n': 33, 'trace_an': 529254701828640}
  • id: 20322033
    {'hecke_orbit_code': 69055021068, 'n': 34, 'trace_an': -248241675948480}
  • id: 20322034
    {'hecke_orbit_code': 69055021068, 'n': 35, 'trace_an': 0}
  • id: 20322035
    {'hecke_orbit_code': 69055021068, 'n': 36, 'trace_an': -1177548745309416}
  • id: 20322036
    {'hecke_orbit_code': 69055021068, 'n': 37, 'trace_an': 1847838600168120}
  • id: 20322037
    {'hecke_orbit_code': 69055021068, 'n': 38, 'trace_an': 0}
  • id: 20322038
    {'hecke_orbit_code': 69055021068, 'n': 39, 'trace_an': 0}
  • id: 20322039
    {'hecke_orbit_code': 69055021068, 'n': 40, 'trace_an': -40433256181440}
  • id: 20322040
    {'hecke_orbit_code': 69055021068, 'n': 41, 'trace_an': 0}
  • id: 20322041
    {'hecke_orbit_code': 69055021068, 'n': 42, 'trace_an': -2709671988768336}
  • id: 20322042
    {'hecke_orbit_code': 69055021068, 'n': 43, 'trace_an': 0}
  • id: 20322043
    {'hecke_orbit_code': 69055021068, 'n': 44, 'trace_an': 0}
  • id: 20322044
    {'hecke_orbit_code': 69055021068, 'n': 45, 'trace_an': -4365410114088000}
  • id: 20322045
    {'hecke_orbit_code': 69055021068, 'n': 46, 'trace_an': 17206125364795104}
  • id: 20322046
    {'hecke_orbit_code': 69055021068, 'n': 47, 'trace_an': 0}
  • id: 20322047
    {'hecke_orbit_code': 69055021068, 'n': 48, 'trace_an': 1561106052682272}
  • id: 20322048
    {'hecke_orbit_code': 69055021068, 'n': 49, 'trace_an': -49399737041580084}
  • id: 20322049
    {'hecke_orbit_code': 69055021068, 'n': 50, 'trace_an': 0}
  • id: 20322050
    {'hecke_orbit_code': 69055021068, 'n': 51, 'trace_an': 0}
  • id: 20322051
    {'hecke_orbit_code': 69055021068, 'n': 52, 'trace_an': 16558671470242896}
  • id: 20322052
    {'hecke_orbit_code': 69055021068, 'n': 53, 'trace_an': 0}
  • id: 20322053
    {'hecke_orbit_code': 69055021068, 'n': 54, 'trace_an': 40087412948587896}
  • id: 20322054
    {'hecke_orbit_code': 69055021068, 'n': 55, 'trace_an': 0}
  • id: 20322055
    {'hecke_orbit_code': 69055021068, 'n': 56, 'trace_an': 0}
  • id: 20322056
    {'hecke_orbit_code': 69055021068, 'n': 57, 'trace_an': 44803667812766472}
  • id: 20322057
    {'hecke_orbit_code': 69055021068, 'n': 58, 'trace_an': -34645536255764880}
  • id: 20322058
    {'hecke_orbit_code': 69055021068, 'n': 59, 'trace_an': 0}
  • id: 20322059
    {'hecke_orbit_code': 69055021068, 'n': 60, 'trace_an': 50260381053157440}
  • id: 20322060
    {'hecke_orbit_code': 69055021068, 'n': 61, 'trace_an': 174742350239997144}
  • id: 20322061
    {'hecke_orbit_code': 69055021068, 'n': 62, 'trace_an': 0}
  • id: 20322062
    {'hecke_orbit_code': 69055021068, 'n': 63, 'trace_an': 0}
  • id: 20322063
    {'hecke_orbit_code': 69055021068, 'n': 64, 'trace_an': -139766490424918656}
  • id: 20322064
    {'hecke_orbit_code': 69055021068, 'n': 65, 'trace_an': 0}
  • id: 20322065
    {'hecke_orbit_code': 69055021068, 'n': 66, 'trace_an': -87772097712685968}
  • id: 20322066
    {'hecke_orbit_code': 69055021068, 'n': 67, 'trace_an': 0}
  • id: 20322067
    {'hecke_orbit_code': 69055021068, 'n': 68, 'trace_an': 0}
  • id: 20322068
    {'hecke_orbit_code': 69055021068, 'n': 69, 'trace_an': -957190369821780672}
  • id: 20322069
    {'hecke_orbit_code': 69055021068, 'n': 70, 'trace_an': 244663962371376480}
  • id: 20322070
    {'hecke_orbit_code': 69055021068, 'n': 71, 'trace_an': 0}
  • id: 20322071
    {'hecke_orbit_code': 69055021068, 'n': 72, 'trace_an': 54134736422921280}
  • id: 20322072
    {'hecke_orbit_code': 69055021068, 'n': 73, 'trace_an': -1445122541399481432}
  • id: 20322073
    {'hecke_orbit_code': 69055021068, 'n': 74, 'trace_an': 0}
  • id: 20322074
    {'hecke_orbit_code': 69055021068, 'n': 75, 'trace_an': 0}
  • id: 20322075
    {'hecke_orbit_code': 69055021068, 'n': 76, 'trace_an': 2744130151937256048}
  • id: 20322076
    {'hecke_orbit_code': 69055021068, 'n': 77, 'trace_an': 0}
  • id: 20322077
    {'hecke_orbit_code': 69055021068, 'n': 78, 'trace_an': 1125465917961999024}
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    {'hecke_orbit_code': 69055021068, 'n': 990, 'trace_an': 31288979463444608239299697920}
  • id: 20322990
    {'hecke_orbit_code': 69055021068, 'n': 991, 'trace_an': 0}
  • id: 20322991
    {'hecke_orbit_code': 69055021068, 'n': 992, 'trace_an': 0}
  • id: 20322992
    {'hecke_orbit_code': 69055021068, 'n': 993, 'trace_an': -76156039982377175762674415448}
  • id: 20322993
    {'hecke_orbit_code': 69055021068, 'n': 994, 'trace_an': -32621525938354922521943409216}
  • id: 20322994
    {'hecke_orbit_code': 69055021068, 'n': 995, 'trace_an': 0}
  • id: 20322995
    {'hecke_orbit_code': 69055021068, 'n': 996, 'trace_an': -55731764594737126673001966528}
  • id: 20322996
    {'hecke_orbit_code': 69055021068, 'n': 997, 'trace_an': -64218177199581023252536146504}
  • id: 20322997
    {'hecke_orbit_code': 69055021068, 'n': 998, 'trace_an': 0}
  • id: 20322998
    {'hecke_orbit_code': 69055021068, 'n': 999, 'trace_an': 0}
  • id: 20322999
    {'hecke_orbit_code': 69055021068, 'n': 1000, 'trace_an': 17409401573266137137285174400}