Newform data - 47.13.b.b

Formats: - HTML - YAML - JSON - 2024-05-05T03:24:50.297239

• 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': 7943, 'analytic_conductor': 42.95770941198542, 'analytic_rank': 0, 'analytic_rank_proved': True, 'char_conductor': 47, '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': [47, 2, [5], [1]], 'cm_discs': [], 'conrey_index': 46, 'conrey_indexes': [46], 'dim': 42, 'has_non_self_twist': 1, 'hecke_cutters': [[2, [159541264300750627993030264409292800, 134847908177577529194048612659625984, 17721290491747241536149649333682176, -2461870484047133893050235233501184, -31386956417392515162781222174720, 6154347968077102158620118745088, 28475451657759231831286218752, -6235163632967588510757027840, -15728508363102212856987648, 3295161017365000905310208, 5018885467231341256704, -1015446252848480768000, -903871456511187456, 191757118710569984, 89327081683840, -22425185950208, -4371834812, 1579394700, 67628, -61208, 1, 1]]], 'hecke_orbit': 2, 'hecke_orbit_code': 4503668564951087, 'inner_twist_count': 2, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1], [1, 1, 47, 2, -1, 2, 0]], 'is_cm': False, 'is_rm': False, 'is_self_dual': False, 'is_self_twist': False, 'is_twist_minimal': True, 'label': '47.13.b.b', 'level': 47, 'level_is_prime': True, 'level_is_prime_power': True, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [47], 'level_radical': 47, 'minimal_twist': '47.13.b.b', 'prim_orbit_index': 2, 'related_objects': [], 'relative_dim': 42, 'rm_discs': [], 'sato_tate_group': '12.2.3.c2', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '47.13.b', 'trace_display': [-2, -322, 0, 87838], 'traces': [42, -2, -322, 72802, 0, 47356, 87838, -756634, 5810696, 0, 0, -2309916, 0, -26624624, 0, 47673026, 40537438, -214555406, 0, 0, 182105932, 0, 0, 2879827412, -3665531190, 0, 1891781516, 1514668224, 0, 0, 0, -6782468506, 0, -2115270736, 0, 3621955566, 1975024798, 0, 0, 0, 0, -63157096648, 0, 0, 0, 0, -30178286646, -79407419300, 36430571512, 94169808682, 154429710850, 0, 15908736958, -174789209048, 60301133664, -47652279048, 0, 0, 62315133694, 0, -206698011410, 0, -476430210176, 9104082738, -326012422320, 0, 0, -204453583576, 0, 0, 368664572590, -1493491380382, 0, 479677458164, 837826741646, 0, 0, 0, 567058700542, 0, -2115275352586, 0, 2157705851748, 462297170448, 0, 0, 0, 0, -1440684666002, 0, 0, 0, 0, 113761335034, -1693968725808, 14192043918948, 4512642522478, 5512304692434, 0, -21873957885194, 1165802562574, -3791497559848, -139562286002, 0, 0, -13303175925692, 0, 10540687066008, 0, -8113557983148, 9597250308514, 29230549083880, 0, 0, -3774224401776, 0, 0, 9798832149676, -8731499409652, 0, -15307712045958, 42539978699356, 0, 0, 0, -33173879301832, 0, -27453045123018, 0, 48862860012492, -6691416767858, 0, 0, 0, 0, -56497115641008, 0, 0, 0, 0, 19221748321550, -15497991243664, 45128784235680, 72700509737590, -28491934778496, 0, -32654775446016, -45545836708156, 20761438683166, -66803356718876, 0, 0, 33725356890394, 0, 17094716054784, 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• label 47.13.b.b does not appear in mf_hecke_nf
• 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': 7943, 'analytic_conductor': 42.95770941198542, 'char_conductor': 47, 'char_degree': 1, 'char_is_real': True, 'char_orbit_index': 2, 'char_orbit_label': 'b', 'char_order': 2, 'char_parity': -1, 'char_values': [47, 2, [5], [1]], 'conrey_index': 46, 'cusp_dim': 47, 'dim': 47, 'eis_dim': 2, 'eis_new_dim': 2, 'hecke_cutter_primes': [2], 'hecke_orbit_code': 68937580591, 'hecke_orbit_dims': [5, 42], 'label': '47.13.b', 'level': 47, 'level_is_prime': True, 'level_is_prime_power': True, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [47], 'level_radical': 47, 'mf_dim': 49, 'mf_new_dim': 49, 'num_forms': 2, 'prim_orbit_index': 2, 'relative_dim': 47, 'sturm_bound': 52, 'trace_bound': 1, 'trace_display': [-2, -322, 0, 87838], 'traces': [47, -2, -322, 93282, 0, 47356, 87838, -756634, 8467901, 0, 0, -7282951, 0, -8910139, 0, 131559106, 40537438, -116536041, 0, 0, 182105932, 0, 0, 983710297, -2444828065, 0, 1891781516, 1514668224, 0, 0, 0, -6328233141, 0, 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'weight': 13, 'weight_parity': -1}
• mf_twists_nf •

  Column	Type
  conductor	integer
  degree	integer
  multiplicity	smallint
  order	integer
  parity	smallint
  self_twist_disc	integer
  source_char_orbit	smallint
  source_dim	integer
  source_hecke_orbit	integer
  source_is_minimal	boolean
  source_label	text
  source_level	integer
  target_char_orbit	smallint
  target_dim	integer
  target_hecke_orbit	integer
  target_is_minimal	boolean
  target_label	text
  target_level	integer
  twist_class_label	text
  twist_class_level	integer
  twisting_char_label	text
  twisting_char_orbit	smallint
  weight	smallint

  
  
  • id: 37734
    {'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 2, 'source_dim': 42, 'source_hecke_orbit': 2, 'source_is_minimal': True, 'source_label': '47.13.b.b', 'source_level': 47, 'target_char_orbit': 2, 'target_dim': 42, 'target_hecke_orbit': 2, 'target_is_minimal': True, 'target_label': '47.13.b.b', 'target_level': 47, 'twist_class_label': '47.13.b.b', 'twist_class_level': 47, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 13}
  • id: 37735
    {'conductor': 47, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 2, 'source_dim': 42, 'source_hecke_orbit': 2, 'source_is_minimal': True, 'source_label': '47.13.b.b', 'source_level': 47, 'target_char_orbit': 2, 'target_dim': 42, 'target_hecke_orbit': 2, 'target_is_minimal': True, 'target_label': '47.13.b.b', 'target_level': 47, 'twist_class_label': '47.13.b.b', 'twist_class_level': 47, 'twisting_char_label': '47.b', 'twisting_char_orbit': 2, 'weight': 13}
• hecke_orbit_code 4503668564951087 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': 2, 'label': '47.13.b.b', 'level': 47, 'portrait': 'data:image/png;base64,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', 'weight': 13}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 80401000
    {'hecke_orbit_code': 4503668564951087, 'n': 1, 'trace_an': 42}
  • id: 80401001
    {'hecke_orbit_code': 4503668564951087, 'n': 2, 'trace_an': -2}
  • id: 80401002
    {'hecke_orbit_code': 4503668564951087, 'n': 3, 'trace_an': -322}
  • id: 80401003
    {'hecke_orbit_code': 4503668564951087, 'n': 4, 'trace_an': 72802}
  • id: 80401004
    {'hecke_orbit_code': 4503668564951087, 'n': 5, 'trace_an': 0}
  • id: 80401005
    {'hecke_orbit_code': 4503668564951087, 'n': 6, 'trace_an': 47356}
  • id: 80401006
    {'hecke_orbit_code': 4503668564951087, 'n': 7, 'trace_an': 87838}
  • id: 80401007
    {'hecke_orbit_code': 4503668564951087, 'n': 8, 'trace_an': -756634}
  • id: 80401008
    {'hecke_orbit_code': 4503668564951087, 'n': 9, 'trace_an': 5810696}
  • id: 80401009
    {'hecke_orbit_code': 4503668564951087, 'n': 10, 'trace_an': 0}
  • id: 80401010
    {'hecke_orbit_code': 4503668564951087, 'n': 11, 'trace_an': 0}
  • id: 80401011
    {'hecke_orbit_code': 4503668564951087, 'n': 12, 'trace_an': -2309916}
  • id: 80401012
    {'hecke_orbit_code': 4503668564951087, 'n': 13, 'trace_an': 0}
  • id: 80401013
    {'hecke_orbit_code': 4503668564951087, 'n': 14, 'trace_an': -26624624}
  • id: 80401014
    {'hecke_orbit_code': 4503668564951087, 'n': 15, 'trace_an': 0}
  • id: 80401015
    {'hecke_orbit_code': 4503668564951087, 'n': 16, 'trace_an': 47673026}
  • id: 80401016
    {'hecke_orbit_code': 4503668564951087, 'n': 17, 'trace_an': 40537438}
  • id: 80401017
    {'hecke_orbit_code': 4503668564951087, 'n': 18, 'trace_an': -214555406}
  • id: 80401018
    {'hecke_orbit_code': 4503668564951087, 'n': 19, 'trace_an': 0}
  • id: 80401019
    {'hecke_orbit_code': 4503668564951087, 'n': 20, 'trace_an': 0}
  • id: 80401020
    {'hecke_orbit_code': 4503668564951087, 'n': 21, 'trace_an': 182105932}
  • id: 80401021
    {'hecke_orbit_code': 4503668564951087, 'n': 22, 'trace_an': 0}
  • id: 80401022
    {'hecke_orbit_code': 4503668564951087, 'n': 23, 'trace_an': 0}
  • id: 80401023
    {'hecke_orbit_code': 4503668564951087, 'n': 24, 'trace_an': 2879827412}
  • id: 80401024
    {'hecke_orbit_code': 4503668564951087, 'n': 25, 'trace_an': -3665531190}
  • id: 80401025
    {'hecke_orbit_code': 4503668564951087, 'n': 26, 'trace_an': 0}
  • id: 80401026
    {'hecke_orbit_code': 4503668564951087, 'n': 27, 'trace_an': 1891781516}
  • id: 80401027
    {'hecke_orbit_code': 4503668564951087, 'n': 28, 'trace_an': 1514668224}
  • id: 80401028
    {'hecke_orbit_code': 4503668564951087, 'n': 29, 'trace_an': 0}
  • id: 80401029
    {'hecke_orbit_code': 4503668564951087, 'n': 30, 'trace_an': 0}
  • id: 80401030
    {'hecke_orbit_code': 4503668564951087, 'n': 31, 'trace_an': 0}
  • id: 80401031
    {'hecke_orbit_code': 4503668564951087, 'n': 32, 'trace_an': -6782468506}
  • id: 80401032
    {'hecke_orbit_code': 4503668564951087, 'n': 33, 'trace_an': 0}
  • id: 80401033
    {'hecke_orbit_code': 4503668564951087, 'n': 34, 'trace_an': -2115270736}
  • id: 80401034
    {'hecke_orbit_code': 4503668564951087, 'n': 35, 'trace_an': 0}
  • id: 80401035
    {'hecke_orbit_code': 4503668564951087, 'n': 36, 'trace_an': 3621955566}
  • id: 80401036
    {'hecke_orbit_code': 4503668564951087, 'n': 37, 'trace_an': 1975024798}
  • id: 80401037
    {'hecke_orbit_code': 4503668564951087, 'n': 38, 'trace_an': 0}
  • id: 80401038
    {'hecke_orbit_code': 4503668564951087, 'n': 39, 'trace_an': 0}
  • id: 80401039
    {'hecke_orbit_code': 4503668564951087, 'n': 40, 'trace_an': 0}
  • id: 80401040
    {'hecke_orbit_code': 4503668564951087, 'n': 41, 'trace_an': 0}
  • id: 80401041
    {'hecke_orbit_code': 4503668564951087, 'n': 42, 'trace_an': -63157096648}
  • id: 80401042
    {'hecke_orbit_code': 4503668564951087, 'n': 43, 'trace_an': 0}
  • id: 80401043
    {'hecke_orbit_code': 4503668564951087, 'n': 44, 'trace_an': 0}
  • id: 80401044
    {'hecke_orbit_code': 4503668564951087, 'n': 45, 'trace_an': 0}
  • id: 80401045
    {'hecke_orbit_code': 4503668564951087, 'n': 46, 'trace_an': 0}
  • id: 80401046
    {'hecke_orbit_code': 4503668564951087, 'n': 47, 'trace_an': -30178286646}
  • id: 80401047
    {'hecke_orbit_code': 4503668564951087, 'n': 48, 'trace_an': -79407419300}
  • id: 80401048
    {'hecke_orbit_code': 4503668564951087, 'n': 49, 'trace_an': 36430571512}
  • id: 80401049
    {'hecke_orbit_code': 4503668564951087, 'n': 50, 'trace_an': 94169808682}
  • id: 80401050
    {'hecke_orbit_code': 4503668564951087, 'n': 51, 'trace_an': 154429710850}
  • id: 80401051
    {'hecke_orbit_code': 4503668564951087, 'n': 52, 'trace_an': 0}
  • id: 80401052
    {'hecke_orbit_code': 4503668564951087, 'n': 53, 'trace_an': 15908736958}
  • id: 80401053
    {'hecke_orbit_code': 4503668564951087, 'n': 54, 'trace_an': -174789209048}
  • id: 80401054
    {'hecke_orbit_code': 4503668564951087, 'n': 55, 'trace_an': 60301133664}
  • id: 80401055
    {'hecke_orbit_code': 4503668564951087, 'n': 56, 'trace_an': -47652279048}
  • id: 80401056
    {'hecke_orbit_code': 4503668564951087, 'n': 57, 'trace_an': 0}
  • id: 80401057
    {'hecke_orbit_code': 4503668564951087, 'n': 58, 'trace_an': 0}
  • id: 80401058
    {'hecke_orbit_code': 4503668564951087, 'n': 59, 'trace_an': 62315133694}
  • id: 80401059
    {'hecke_orbit_code': 4503668564951087, 'n': 60, 'trace_an': 0}
  • id: 80401060
    {'hecke_orbit_code': 4503668564951087, 'n': 61, 'trace_an': -206698011410}
  • id: 80401061
    {'hecke_orbit_code': 4503668564951087, 'n': 62, 'trace_an': 0}
  • id: 80401062
    {'hecke_orbit_code': 4503668564951087, 'n': 63, 'trace_an': -476430210176}
  • id: 80401063
    {'hecke_orbit_code': 4503668564951087, 'n': 64, 'trace_an': 9104082738}
  • id: 80401064
    {'hecke_orbit_code': 4503668564951087, 'n': 65, 'trace_an': -326012422320}
  • id: 80401065
    {'hecke_orbit_code': 4503668564951087, 'n': 66, 'trace_an': 0}
  • id: 80401066
    {'hecke_orbit_code': 4503668564951087, 'n': 67, 'trace_an': 0}
  • id: 80401067
    {'hecke_orbit_code': 4503668564951087, 'n': 68, 'trace_an': -204453583576}
  • id: 80401068
    {'hecke_orbit_code': 4503668564951087, 'n': 69, 'trace_an': 0}
  • id: 80401069
    {'hecke_orbit_code': 4503668564951087, 'n': 70, 'trace_an': 0}
  • id: 80401070
    {'hecke_orbit_code': 4503668564951087, 'n': 71, 'trace_an': 368664572590}
  • id: 80401071
    {'hecke_orbit_code': 4503668564951087, 'n': 72, 'trace_an': -1493491380382}
  • id: 80401072
    {'hecke_orbit_code': 4503668564951087, 'n': 73, 'trace_an': 0}
  • id: 80401073
    {'hecke_orbit_code': 4503668564951087, 'n': 74, 'trace_an': 479677458164}
  • id: 80401074
    {'hecke_orbit_code': 4503668564951087, 'n': 75, 'trace_an': 837826741646}
  • id: 80401075
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  • id: 80401983
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  • id: 80401984
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  • id: 80401985
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  • id: 80401986
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  • id: 80401987
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  • id: 80401988
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  • id: 80401989
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  • id: 80401990
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  • id: 80401991
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  • id: 80401992
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  • id: 80401994
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  • id: 80401995
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  • id: 80401996
    {'hecke_orbit_code': 4503668564951087, 'n': 997, 'trace_an': 0}
  • id: 80401997
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  • id: 80401998
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  • id: 80401999
    {'hecke_orbit_code': 4503668564951087, 'n': 1000, 'trace_an': 0}