Embedded newform data - 197.10.a.b.1.17

Formats: - HTML - YAML - JSON - 2024-12-09T22:57:10.570854

• 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': 19700, 'analytic_conductor': 101.46205972428301, 'analytic_rank': 0, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[197, -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': [197, 1, [2], [1]], 'cm_discs': [], 'conrey_index': 1, 'dim': 76, 'fricke_eigenval': -1, 'has_non_self_twist': 0, 'hecke_orbit': 2, 'hecke_orbit_code': 4503599795142853, 'inner_twist_count': 1, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1]], 'is_cm': False, 'is_largest': True, 'is_maximal': True, 'is_rm': False, 'is_self_dual': True, 'is_self_twist': False, 'is_twist_minimal': True, 'label': '197.10.a.b', 'level': 197, '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': [197], 'level_radical': 197, 'minimal_twist': '197.10.a.b', 'prim_orbit_index': 1, 'related_objects': [], 'relative_dim': 76, 'rm_discs': [], 'sato_tate_group': '9.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '197.10.a', 'trace_display': [48, 890, 5171, 38986], 'traces': [76, 48, 890, 20736, 5171, 2688, 38986, 36507, 518318, 121093, 120464, 415744, 480131, 330849, 544874, 5963776, 942582, 1483945, 3097319, 3237739, 889076, 3791921, 5139200, 1999533, 34080519, 2791454, 24386486, 20891166, 6886818, 14171083, 28002851, 16857332, 30921422, 33506194, 16271736, 151430458, 55950976, 62370882, -11569592, 129854766, 14990859, 82216531, 169867467, 41872434, 205007649, 144032301, 78743342, 156250562, 533861890, 626841163, 477099244, 560784114, 188670216, 525901687, 298497914, 56575048, 213972590, 338315251, 208222151, -615921507, -233556134, -399368105, 329825056, 876517017, -840557006, -2482481592, 1210808414, -1266757099, 327801786, -546384313, 345300221, -1549481681, 1192286460, -1471133595, 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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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-0.13204579809270195, -0.24194464782880637, -0.3583257386696141, -0.29613859987058194, -0.034885519039069814, -0.34197305020498786, -0.4563845557726146, -0.17965710586087238, -0.0715963275632641, -0.1412878892184294, -0.23886572167104814, -0.10908981900125073, -0.34061521417562973, -0.24194355331642223, -0.2790175390443904, -0.2184422073479648, -0.35184536649740766, -0.25028035769789847, -0.22348907673045051, -0.19679140128930983, -0.2136894193168108, -0.30126583568070214, -0.2577982406198485], 'char_orbit_index': 1, 'conrey_index': 1, 'dual_conrey_index': 1, 'dual_embedding_index': 17, 'dual_embedding_m': 17, 'embedding_index': 17, 'embedding_m': 17, 'hecke_orbit': 2, 'hecke_orbit_code': 4503599795142853, 'label': '197.10.a.b.1.17', 'level': 197, '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

  
  {'ALdims': [71, 76], 'Nk2': 19700, 'analytic_conductor': 101.46205972428301, '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': [197, 1, [2], [1]], 'conrey_index': 1, 'cusp_dim': 147, 'dim': 147, 'eis_dim': 2, 'eis_new_dim': 0, 'hecke_orbit_code': 167772357, 'hecke_orbit_dims': [71, 76], 'label': '197.10.a', 'level': 197, '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': [197], 'level_radical': 197, 'mf_dim': 149, 'mf_new_dim': 147, 'num_forms': 2, 'plus_dim': 71, 'prim_orbit_index': 1, 'relative_dim': 147, 'sturm_bound': 165, 'trace_bound': 1, 'trace_display': [16, -2, 2842, 1140], 'traces': [147, 16, -2, 37632, 2842, -7584, 1140, 11574, 938221, -17814, -22610, -80896, 46310, 200706, -125252, 9633792, 715870, 343490, -1103338, 715478, -1333544, 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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': 76, 'source_embedding_index': 17, 'source_hecke_orbit_code': 4503599795142853, 'source_is_minimal': True, 'source_label': '197.10.a.b.1.17', 'source_level': 197, 'target_conrey_index': 1, 'target_dim': 76, 'target_embedding_index': 17, 'target_hecke_orbit_code': 4503599795142853, 'target_is_minimal': True, 'target_label': '197.10.a.b.1.17', 'target_level': 197, 'twist_class_label': '197.10.a.b.1.17', 'twist_class_level': 197, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 10}
• hecke_orbit_code 4503599795142853 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': '197.10.a.b', 'level': 197, 'portrait': 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', 'weight': 10}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 19732164
    {'hecke_orbit_code': 4503599795142853, 'n': 1, 'trace_an': 76}
  • id: 19732165
    {'hecke_orbit_code': 4503599795142853, 'n': 2, 'trace_an': 48}
  • id: 19732166
    {'hecke_orbit_code': 4503599795142853, 'n': 3, 'trace_an': 890}
  • id: 19732167
    {'hecke_orbit_code': 4503599795142853, 'n': 4, 'trace_an': 20736}
  • id: 19732168
    {'hecke_orbit_code': 4503599795142853, 'n': 5, 'trace_an': 5171}
  • id: 19732169
    {'hecke_orbit_code': 4503599795142853, 'n': 6, 'trace_an': 2688}
  • id: 19732170
    {'hecke_orbit_code': 4503599795142853, 'n': 7, 'trace_an': 38986}
  • id: 19732171
    {'hecke_orbit_code': 4503599795142853, 'n': 8, 'trace_an': 36507}
  • id: 19732172
    {'hecke_orbit_code': 4503599795142853, 'n': 9, 'trace_an': 518318}
  • id: 19732173
    {'hecke_orbit_code': 4503599795142853, 'n': 10, 'trace_an': 121093}
  • id: 19732174
    {'hecke_orbit_code': 4503599795142853, 'n': 11, 'trace_an': 120464}
  • id: 19732175
    {'hecke_orbit_code': 4503599795142853, 'n': 12, 'trace_an': 415744}
  • id: 19732176
    {'hecke_orbit_code': 4503599795142853, 'n': 13, 'trace_an': 480131}
  • id: 19732177
    {'hecke_orbit_code': 4503599795142853, 'n': 14, 'trace_an': 330849}
  • id: 19732178
    {'hecke_orbit_code': 4503599795142853, 'n': 15, 'trace_an': 544874}
  • id: 19732179
    {'hecke_orbit_code': 4503599795142853, 'n': 16, 'trace_an': 5963776}
  • id: 19732180
    {'hecke_orbit_code': 4503599795142853, 'n': 17, 'trace_an': 942582}
  • id: 19732181
    {'hecke_orbit_code': 4503599795142853, 'n': 18, 'trace_an': 1483945}
  • id: 19732182
    {'hecke_orbit_code': 4503599795142853, 'n': 19, 'trace_an': 3097319}
  • id: 19732183
    {'hecke_orbit_code': 4503599795142853, 'n': 20, 'trace_an': 3237739}
  • id: 19732184
    {'hecke_orbit_code': 4503599795142853, 'n': 21, 'trace_an': 889076}
  • id: 19732185
    {'hecke_orbit_code': 4503599795142853, 'n': 22, 'trace_an': 3791921}
  • id: 19732186
    {'hecke_orbit_code': 4503599795142853, 'n': 23, 'trace_an': 5139200}
  • id: 19732187
    {'hecke_orbit_code': 4503599795142853, 'n': 24, 'trace_an': 1999533}
  • id: 19732188
    {'hecke_orbit_code': 4503599795142853, 'n': 25, 'trace_an': 34080519}
  • id: 19732189
    {'hecke_orbit_code': 4503599795142853, 'n': 26, 'trace_an': 2791454}
  • id: 19732190
    {'hecke_orbit_code': 4503599795142853, 'n': 27, 'trace_an': 24386486}
  • id: 19732191
    {'hecke_orbit_code': 4503599795142853, 'n': 28, 'trace_an': 20891166}
  • id: 19732192
    {'hecke_orbit_code': 4503599795142853, 'n': 29, 'trace_an': 6886818}
  • id: 19732193
    {'hecke_orbit_code': 4503599795142853, 'n': 30, 'trace_an': 14171083}
  • id: 19732194
    {'hecke_orbit_code': 4503599795142853, 'n': 31, 'trace_an': 28002851}
  • id: 19732195
    {'hecke_orbit_code': 4503599795142853, 'n': 32, 'trace_an': 16857332}
  • id: 19732196
    {'hecke_orbit_code': 4503599795142853, 'n': 33, 'trace_an': 30921422}
  • id: 19732197
    {'hecke_orbit_code': 4503599795142853, 'n': 34, 'trace_an': 33506194}
  • id: 19732198
    {'hecke_orbit_code': 4503599795142853, 'n': 35, 'trace_an': 16271736}
  • id: 19732199
    {'hecke_orbit_code': 4503599795142853, 'n': 36, 'trace_an': 151430458}
  • id: 19732200
    {'hecke_orbit_code': 4503599795142853, 'n': 37, 'trace_an': 55950976}
  • id: 19732201
    {'hecke_orbit_code': 4503599795142853, 'n': 38, 'trace_an': 62370882}
  • id: 19732202
    {'hecke_orbit_code': 4503599795142853, 'n': 39, 'trace_an': -11569592}
  • id: 19732203
    {'hecke_orbit_code': 4503599795142853, 'n': 40, 'trace_an': 129854766}
  • id: 19732204
    {'hecke_orbit_code': 4503599795142853, 'n': 41, 'trace_an': 14990859}
  • id: 19732205
    {'hecke_orbit_code': 4503599795142853, 'n': 42, 'trace_an': 82216531}
  • id: 19732206
    {'hecke_orbit_code': 4503599795142853, 'n': 43, 'trace_an': 169867467}
  • id: 19732207
    {'hecke_orbit_code': 4503599795142853, 'n': 44, 'trace_an': 41872434}
  • id: 19732208
    {'hecke_orbit_code': 4503599795142853, 'n': 45, 'trace_an': 205007649}
  • id: 19732209
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