Embedded newform data - 74.8.f.b.9.5

Formats: - HTML - YAML - JSON - 2024-10-11T12:34:00.833417

• 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': 4736, 'analytic_conductor': 23.11649188582501, 'analytic_rank': 0, 'analytic_rank_proved': True, 'char_conductor': 37, 'char_degree': 6, 'char_is_minimal': True, 'char_is_real': False, 'char_orbit_index': 6, 'char_orbit_label': 'f', 'char_order': 9, 'char_parity': 1, 'char_values': [74, 9, [39], [8]], 'cm_discs': [], 'conrey_index': 7, 'dim': 66, 'has_non_self_twist': 1, 'hecke_orbit': 2, 'hecke_orbit_code': 4503943358971978, 'inner_twist_count': 2, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1], [1, 1, 37, 6, 1, 9, 0]], 'is_cm': False, 'is_largest': True, 'is_maximal': False, 'is_rm': False, 'is_self_dual': False, 'is_self_twist': False, 'is_twist_minimal': True, 'label': '74.8.f.b', 'level': 74, 'level_is_powerful': False, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_prime_square': False, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [2, 37], 'level_radical': 74, 'minimal_twist': '74.8.f.b', 'prim_orbit_index': 6, 'related_objects': [], 'relative_dim': 11, 'rm_discs': [], 'sato_tate_group': '7.2.3.c9', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '74.8.f', 'trace_display': [0, -39, 459, -918], 'traces': [66, 0, -39, 0, 459, 0, -918, 16896, 3237, 4704, 4539, -2496, -10542, 6744, -39894, 0, -78822, 51792, 79461, 29376, -5835, 18168, -199479, 19968, 356301, 186744, -91689, -91584, -38526, 319152, 1917246, 0, -902847, -205776, -1574793, 3079296, -396513, -692880, 2514306, 470016, 2989350, 46680, 6006348, -145344, 1083726, -588744, -894135, 0, 7973742, 2012400, -524880, -2262720, 1457844, 1452312, 2415690, -1202688, 2734338, -3423360, 3099522, -3102912, -10968396, -3067320, -10727970, -8650752, -13497300, -4598712, -1978119, 5026176, -7251108, 435744, -19555002, 3314688, -31332840, 7607472, 44758074, 5085504, 1982007, -22512264, 10522902, 4816896, -7548876, -7150320, 19771926, 3556224, -6684072, 22982496, -67769667, -2323968, -42018963, -25158672, 4847565, -1096704, -14558475, 3175680, 4508415, -2555904, 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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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-0.34689085038391737, -0.08149249320988342, -0.10287944298805565, -0.28517296778466067, -0.2864701955396222, 0.32465780734925576, 0.09722764886199013, 0.04660247697395859], 'char_orbit_index': 6, 'conrey_index': 9, 'dual_conrey_index': 33, 'dual_embedding_index': 5, 'dual_embedding_m': 27, 'embedding_index': 5, 'embedding_m': 16, 'hecke_orbit': 2, 'hecke_orbit_code': 4503943358971978, 'label': '74.8.f.b.9.5', 'level': 74, 'weight': 8}
• 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': 4736, 'analytic_conductor': 23.11649188582501, 'char_conductor': 37, 'char_degree': 6, 'char_is_real': False, 'char_orbit_index': 6, 'char_orbit_label': 'f', 'char_order': 9, 'char_parity': 1, 'char_values': [74, 9, [39], [8]], 'conrey_index': 7, 'cusp_dim': 390, 'dim': 126, 'eis_dim': 24, 'eis_new_dim': 0, 'hecke_orbit_code': 343731601482, 'hecke_orbit_dims': [60, 66], 'label': '74.8.f', 'level': 74, 'level_is_powerful': False, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_prime_square': False, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [2, 37], 'level_radical': 74, 'mf_dim': 414, 'mf_new_dim': 126, 'num_forms': 2, 'prim_orbit_index': 6, 'relative_dim': 21, 'sturm_bound': 76, 'trace_bound': 1, 'trace_display': [0, -78, -165, -1836], 'traces': [126, 0, -78, 0, -165, 0, -1836, 1536, 6474, 6000, 7986, -4992, 162, 13488, -20820, 0, -31161, 0, 100110, -10560, 223326, 0, -281268, 0, 580365, 423144, -183378, -183168, -45786, 471744, 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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: 35322172
    {'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 9, 'source_dim': 66, 'source_embedding_index': 5, 'source_hecke_orbit_code': 4503943358971978, 'source_is_minimal': True, 'source_label': '74.8.f.b.9.5', 'source_level': 74, 'target_conrey_index': 9, 'target_dim': 66, 'target_embedding_index': 5, 'target_hecke_orbit_code': 4503943358971978, 'target_is_minimal': True, 'target_label': '74.8.f.b.9.5', 'target_level': 74, 'twist_class_label': '74.8.f.b.9.5', 'twist_class_level': 74, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 8}
  • id: 35322173
    {'conductor': 37, 'degree': 6, 'order': 9, 'parity': 1, 'source_conrey_index': 9, 'source_dim': 66, 'source_embedding_index': 5, 'source_hecke_orbit_code': 4503943358971978, 'source_is_minimal': True, 'source_label': '74.8.f.b.9.5', 'source_level': 74, 'target_conrey_index': 33, 'target_dim': 66, 'target_embedding_index': 5, 'target_hecke_orbit_code': 4503943358971978, 'target_is_minimal': True, 'target_label': '74.8.f.b.33.5', 'target_level': 74, 'twist_class_label': '74.8.f.b.9.5', 'twist_class_level': 74, 'twisting_char_label': '37.33', 'twisting_conrey_index': 33, 'weight': 8}
• hecke_orbit_code 4503943358971978 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': 2, 'label': '74.8.f.b', 'level': 74, 'portrait': 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', 'weight': 8}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 22597165
    {'hecke_orbit_code': 4503943358971978, 'n': 1, 'trace_an': 66}
  • id: 22597166
    {'hecke_orbit_code': 4503943358971978, 'n': 2, 'trace_an': 0}
  • id: 22597167
    {'hecke_orbit_code': 4503943358971978, 'n': 3, 'trace_an': -39}
  • id: 22597168
    {'hecke_orbit_code': 4503943358971978, 'n': 4, 'trace_an': 0}
  • id: 22597169
    {'hecke_orbit_code': 4503943358971978, 'n': 5, 'trace_an': 459}
  • id: 22597170
    {'hecke_orbit_code': 4503943358971978, 'n': 6, 'trace_an': 0}
  • id: 22597171
    {'hecke_orbit_code': 4503943358971978, 'n': 7, 'trace_an': -918}
  • id: 22597172
    {'hecke_orbit_code': 4503943358971978, 'n': 8, 'trace_an': 16896}
  • id: 22597173
    {'hecke_orbit_code': 4503943358971978, 'n': 9, 'trace_an': 3237}
  • id: 22597174
    {'hecke_orbit_code': 4503943358971978, 'n': 10, 'trace_an': 4704}
  • id: 22597175
    {'hecke_orbit_code': 4503943358971978, 'n': 11, 'trace_an': 4539}
  • id: 22597176
    {'hecke_orbit_code': 4503943358971978, 'n': 12, 'trace_an': -2496}
  • id: 22597177
    {'hecke_orbit_code': 4503943358971978, 'n': 13, 'trace_an': -10542}
  • id: 22597178
    {'hecke_orbit_code': 4503943358971978, 'n': 14, 'trace_an': 6744}
  • id: 22597179
    {'hecke_orbit_code': 4503943358971978, 'n': 15, 'trace_an': -39894}
  • id: 22597180
    {'hecke_orbit_code': 4503943358971978, 'n': 16, 'trace_an': 0}
  • id: 22597181
    {'hecke_orbit_code': 4503943358971978, 'n': 17, 'trace_an': -78822}
  • id: 22597182
    {'hecke_orbit_code': 4503943358971978, 'n': 18, 'trace_an': 51792}
  • id: 22597183
    {'hecke_orbit_code': 4503943358971978, 'n': 19, 'trace_an': 79461}
  • id: 22597184
    {'hecke_orbit_code': 4503943358971978, 'n': 20, 'trace_an': 29376}
  • id: 22597185
    {'hecke_orbit_code': 4503943358971978, 'n': 21, 'trace_an': -5835}
  • id: 22597186
    {'hecke_orbit_code': 4503943358971978, 'n': 22, 'trace_an': 18168}
  • id: 22597187
    {'hecke_orbit_code': 4503943358971978, 'n': 23, 'trace_an': -199479}
  • id: 22597188
    {'hecke_orbit_code': 4503943358971978, 'n': 24, 'trace_an': 19968}
  • id: 22597189
    {'hecke_orbit_code': 4503943358971978, 'n': 25, 'trace_an': 356301}
  • id: 22597190
    {'hecke_orbit_code': 4503943358971978, 'n': 26, 'trace_an': 186744}
  • id: 22597191
    {'hecke_orbit_code': 4503943358971978, 'n': 27, 'trace_an': -91689}
  • id: 22597192
    {'hecke_orbit_code': 4503943358971978, 'n': 28, 'trace_an': -91584}
  • id: 22597193
    {'hecke_orbit_code': 4503943358971978, 'n': 29, 'trace_an': -38526}
  • id: 22597194
    {'hecke_orbit_code': 4503943358971978, 'n': 30, 'trace_an': 319152}
  • id: 22597195
    {'hecke_orbit_code': 4503943358971978, 'n': 31, 'trace_an': 1917246}
  • id: 22597196
    {'hecke_orbit_code': 4503943358971978, 'n': 32, 'trace_an': 0}
  • id: 22597197
    {'hecke_orbit_code': 4503943358971978, 'n': 33, 'trace_an': -902847}
  • id: 22597198
    {'hecke_orbit_code': 4503943358971978, 'n': 34, 'trace_an': -205776}
  • id: 22597199
    {'hecke_orbit_code': 4503943358971978, 'n': 35, 'trace_an': -1574793}
  • id: 22597200
    {'hecke_orbit_code': 4503943358971978, 'n': 36, 'trace_an': 3079296}
  • id: 22597201
    {'hecke_orbit_code': 4503943358971978, 'n': 37, 'trace_an': -396513}
  • id: 22597202
    {'hecke_orbit_code': 4503943358971978, 'n': 38, 'trace_an': -692880}
  • id: 22597203
    {'hecke_orbit_code': 4503943358971978, 'n': 39, 'trace_an': 2514306}
  • id: 22597204
    {'hecke_orbit_code': 4503943358971978, 'n': 40, 'trace_an': 470016}
  • id: 22597205
    {'hecke_orbit_code': 4503943358971978, 'n': 41, 'trace_an': 2989350}
  • id: 22597206
    {'hecke_orbit_code': 4503943358971978, 'n': 42, 'trace_an': 46680}
  • id: 22597207
    {'hecke_orbit_code': 4503943358971978, 'n': 43, 'trace_an': 6006348}
  • id: 22597208
    {'hecke_orbit_code': 4503943358971978, 'n': 44, 'trace_an': -145344}
  • id: 22597209
    {'hecke_orbit_code': 4503943358971978, 'n': 45, 'trace_an': 1083726}
  • id: 22597210
    {'hecke_orbit_code': 4503943358971978, 'n': 46, 'trace_an': -588744}
  • id: 22597211
    {'hecke_orbit_code': 4503943358971978, 'n': 47, 'trace_an': -894135}
  • id: 22597212
    {'hecke_orbit_code': 4503943358971978, 'n': 48, 'trace_an': 0}
  • id: 22597213
    {'hecke_orbit_code': 4503943358971978, 'n': 49, 'trace_an': 7973742}
  • id: 22597214
    {'hecke_orbit_code': 4503943358971978, 'n': 50, 'trace_an': 2012400}
  • id: 22597215
    {'hecke_orbit_code': 4503943358971978, 'n': 51, 'trace_an': -524880}
  • id: 22597216
    {'hecke_orbit_code': 4503943358971978, 'n': 52, 'trace_an': -2262720}
  • id: 22597217
    {'hecke_orbit_code': 4503943358971978, 'n': 53, 'trace_an': 1457844}
  • id: 22597218
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  • id: 22597317
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  • id: 22597318
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  • id: 22597319
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  • id: 22597320
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  • id: 22597330
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  • id: 22597346
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    {'hecke_orbit_code': 4503943358971978, 'n': 929, 'trace_an': -51620828229}
  • id: 22597412
    {'hecke_orbit_code': 4503943358971978, 'n': 937, 'trace_an': 105968593116}
  • id: 22597413
    {'hecke_orbit_code': 4503943358971978, 'n': 941, 'trace_an': 239266949907}
  • id: 22597414
    {'hecke_orbit_code': 4503943358971978, 'n': 947, 'trace_an': 48037277937}
  • id: 22597415
    {'hecke_orbit_code': 4503943358971978, 'n': 953, 'trace_an': 54839490255}
  • id: 22597416
    {'hecke_orbit_code': 4503943358971978, 'n': 961, 'trace_an': 301358407464}
  • id: 22597417
    {'hecke_orbit_code': 4503943358971978, 'n': 967, 'trace_an': -344254854537}
  • id: 22597418
    {'hecke_orbit_code': 4503943358971978, 'n': 971, 'trace_an': 6818418810}
  • id: 22597419
    {'hecke_orbit_code': 4503943358971978, 'n': 977, 'trace_an': 213286958295}
  • id: 22597420
    {'hecke_orbit_code': 4503943358971978, 'n': 983, 'trace_an': -60503485968}
  • id: 22597421
    {'hecke_orbit_code': 4503943358971978, 'n': 991, 'trace_an': -44971709610}
  • id: 22597422
    {'hecke_orbit_code': 4503943358971978, 'n': 997, 'trace_an': 52497512637}