Newform data - 18.26.a.d

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• 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': 12168, 'analytic_conductor': 71.27942039140379, 'analytic_rank': 1, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[2, -1], [3, -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': [18, 1, [11], [1]], 'cm_discs': [], 'conrey_index': 1, 'dim': 1, 'field_disc': 1, 'field_disc_factorization': [], 'field_poly': [0, 1], 'field_poly_is_cyclotomic': False, 'field_poly_is_real_cyclotomic': False, 'field_poly_root_of_unity': 0, 'fricke_eigenval': 1, 'has_non_self_twist': 0, 'hecke_cutters': [[5, [-292754850, 1]]], 'hecke_orbit': 4, 'hecke_orbit_code': 13510799318319122, 'hecke_ring_generator_nbound': 1, 'hecke_ring_index': 1, 'hecke_ring_index_factorization': [], 'hecke_ring_index_proved': True, 'inner_twist_count': 1, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1]], 'is_cm': False, 'is_largest': False, 'is_maximal': False, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': True, 'is_self_twist': False, 'is_twist_minimal': False, 'label': '18.26.a.d', 'level': 18, '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': False, 'level_primes': [2, 3], 'level_radical': 6, 'minimal_twist': '6.26.a.a', 'nf_label': '1.1.1.1', 'prim_orbit_index': 1, 'qexp_display': 'q+2^{12}q^{2}+2^{24}q^{4}+292754850q^{5}+\\cdots', 'related_objects': [], 'relative_dim': 1, 'rm_discs': [], 'sato_tate_group': '25.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '18.26.a', 'trace_display': [4096, 0, 292754850, 3580644032], 'trace_hash': 1629978234865814652, 'trace_moments': [0, {'__RealLiteral__': 0, 'data': '0.970', 'prec': 10}, 0, {'__RealLiteral__': 0, 'data': '1.946', 'prec': 14}, 0, {'__RealLiteral__': 0, 'data': '4.900', 'prec': 14}], 'trace_zratio': 0, 'traces': [1, 4096, 0, 16777216, 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• mf_hecke_nf •

  Column	Type
  an	jsonb
  ap	jsonb
  char_orbit_index	smallint
  field_poly	numeric[]
  hecke_orbit_code	bigint
  hecke_ring_character_values	jsonb
  hecke_ring_cyclotomic_generator	integer
  hecke_ring_denominators	numeric[]
  hecke_ring_inverse_denominators	numeric[]
  hecke_ring_inverse_numerators	numeric[]
  hecke_ring_numerators	numeric[]
  hecke_ring_power_basis	boolean
  hecke_ring_rank	integer
  label	text
  level	integer
  maxp	integer
  weight	smallint

  
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[-3839312667764479982219019069752264659187676], [-14790575975272594642144797615114122627555130], [-26862367906257420637184441685142317528548428], [13627429966514089443115793647421885147563560]], 'char_orbit_index': 1, 'field_poly': [0, 1], 'hecke_orbit_code': 13510799318319122, 'hecke_ring_cyclotomic_generator': 0, 'hecke_ring_power_basis': True, 'hecke_ring_rank': 1, 'label': '18.26.a.d', 'level': 18, 'maxp': 2999, 'weight': 26}
• mf_newspaces •

  Column	Type
  ALdims	integer[]
  ALdims_eis_new	integer[]
  ALdims_eis_old	integer[]
  ALdims_old	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': [2, 3, 2, 3], 'ALdims_eis_new': [0, 0, 0, 0], 'ALdims_eis_old': [2, 2, 2, 2], 'ALdims_old': [15, 15, 16, 15], 'Nk2': 12168, 'analytic_conductor': 71.27942039140379, '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': [18, 1, [11], [1]], 'conrey_index': 1, 'cusp_dim': 71, 'dim': 10, 'eis_dim': 8, 'eis_new_dim': 0, 'hecke_cutter_primes': [5], 'hecke_orbit_code': 436207634, 'hecke_orbit_dims': [1, 1, 1, 1, 2, 2, 2], 'label': '18.26.a', 'level': 18, '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': False, 'level_primes': [2, 3], 'level_radical': 6, 'mf_dim': 79, 'mf_new_dim': 10, 'num_forms': 7, 'plus_dim': 5, 'prim_orbit_index': 1, 'relative_dim': 10, 'sturm_bound': 78, 'trace_bound': 5, 'trace_display': [0, 0, -581301684, -10429506640], 'traces': [10, 0, 0, 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• 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: 13782
    {'conductor': 3, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 4, 'source_is_minimal': False, 'source_label': '18.26.a.d', 'source_level': 18, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 1, 'target_is_minimal': True, 'target_label': '6.26.a.a', 'target_level': 6, 'twist_class_label': '6.26.a.a', 'twist_class_level': 6, 'twisting_char_label': '3.b', 'twisting_char_orbit': 2, 'weight': 26}
  • id: 13783
    {'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 4, 'source_is_minimal': False, 'source_label': '18.26.a.d', 'source_level': 18, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 4, 'target_is_minimal': False, 'target_label': '18.26.a.d', 'target_level': 18, 'twist_class_label': '6.26.a.a', 'twist_class_level': 6, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 26}
  • id: 13784
    {'conductor': 12, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 4, 'source_is_minimal': False, 'source_label': '18.26.a.d', 'source_level': 18, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 3, 'target_is_minimal': False, 'target_label': '48.26.a.c', 'target_level': 48, 'twist_class_label': '6.26.a.a', 'twist_class_level': 6, 'twisting_char_label': '12.b', 'twisting_char_orbit': 2, 'weight': 26}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 73175
    {'charpoly_factorization': [[[-4096, 1], 1]], 'hecke_orbit_code': 13510799318319122, 'p': 2}
  • id: 73176
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 13510799318319122, 'p': 3}
  • id: 73177
    {'charpoly_factorization': [[[-292754850, 1], 1]], 'hecke_orbit_code': 13510799318319122, 'p': 5}
  • id: 73178
    {'charpoly_factorization': [[[-3580644032, 1], 1]], 'hecke_orbit_code': 13510799318319122, 'p': 7}
  • id: 73179
    {'charpoly_factorization': [[[15111573238212, 1], 1]], 'hecke_orbit_code': 13510799318319122, 'p': 11}
  • id: 73180
    {'charpoly_factorization': [[[-1221071681246, 1], 1]], 'hecke_orbit_code': 13510799318319122, 'p': 13}
  • id: 73181
    {'charpoly_factorization': [[[2518250853863682, 1], 1]], 'hecke_orbit_code': 13510799318319122, 'p': 17}
  • id: 73182
    {'charpoly_factorization': [[[7992693407413060, 1], 1]], 'hecke_orbit_code': 13510799318319122, 'p': 19}
  • id: 73183
    {'charpoly_factorization': [[[-99645642629247624, 1], 1]], 'hecke_orbit_code': 13510799318319122, 'p': 23}
  • id: 73184
    {'charpoly_factorization': [[[-2080672742244316890, 1], 1]], 'hecke_orbit_code': 13510799318319122, 'p': 29}
  • id: 73185
    {'charpoly_factorization': [[[4937672075835729208, 1], 1]], 'hecke_orbit_code': 13510799318319122, 'p': 31}
  • id: 73186
    {'charpoly_factorization': [[[-19829154107621718182, 1], 1]], 'hecke_orbit_code': 13510799318319122, 'p': 37}
  • id: 73187
    {'charpoly_factorization': [[[224696060863159376442, 1], 1]], 'hecke_orbit_code': 13510799318319122, 'p': 41}
  • id: 73188
    {'charpoly_factorization': [[[72221008334482349884, 1], 1]], 'hecke_orbit_code': 13510799318319122, 'p': 43}
  • id: 73189
    {'charpoly_factorization': [[[189872435947262116992, 1], 1]], 'hecke_orbit_code': 13510799318319122, 'p': 47}
  • id: 73190
    {'charpoly_factorization': [[[-2645676034335389555874, 1], 1]], 'hecke_orbit_code': 13510799318319122, 'p': 53}
  • id: 73191
    {'charpoly_factorization': [[[-16454608826354674865340, 1], 1]], 'hecke_orbit_code': 13510799318319122, 'p': 59}
  • id: 73192
    {'charpoly_factorization': [[[35546954389065591688738, 1], 1]], 'hecke_orbit_code': 13510799318319122, 'p': 61}
  • id: 73193
    {'charpoly_factorization': [[[-106703750402023286661692, 1], 1]], 'hecke_orbit_code': 13510799318319122, 'p': 67}
  • id: 73194
    {'charpoly_factorization': [[[73672004836753334994312, 1], 1]], 'hecke_orbit_code': 13510799318319122, 'p': 71}
  • id: 73195
    {'charpoly_factorization': [[[262402855870448192600374, 1], 1]], 'hecke_orbit_code': 13510799318319122, 'p': 73}
  • id: 73196
    {'charpoly_factorization': [[[1002642123108883497568840, 1], 1]], 'hecke_orbit_code': 13510799318319122, 'p': 79}
  • id: 73197
    {'charpoly_factorization': [[[1558588706101147601425596, 1], 1]], 'hecke_orbit_code': 13510799318319122, 'p': 83}
  • id: 73198
    {'charpoly_factorization': [[[2181670205644666928498490, 1], 1]], 'hecke_orbit_code': 13510799318319122, 'p': 89}
  • id: 73199
    {'charpoly_factorization': [[[440165308375605500117758, 1], 1]], 'hecke_orbit_code': 13510799318319122, 'p': 97}
• 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': 4, 'label': '18.26.a.d', 'level': 18, 'portrait': 'data:image/png;base64,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', 'weight': 26}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  Showing the first 100 of 258 matching records in this table.
  • id: 35696341
    {'hecke_orbit_code': 13510799318319122, 'n': 1, 'trace_an': 1}
  • id: 35696342
    {'hecke_orbit_code': 13510799318319122, 'n': 2, 'trace_an': 4096}
  • id: 35696343
    {'hecke_orbit_code': 13510799318319122, 'n': 3, 'trace_an': 0}
  • id: 35696344
    {'hecke_orbit_code': 13510799318319122, 'n': 4, 'trace_an': 16777216}
  • id: 35696345
    {'hecke_orbit_code': 13510799318319122, 'n': 5, 'trace_an': 292754850}
  • id: 35696346
    {'hecke_orbit_code': 13510799318319122, 'n': 6, 'trace_an': 0}
  • id: 35696347
    {'hecke_orbit_code': 13510799318319122, 'n': 7, 'trace_an': 3580644032}
  • id: 35696348
    {'hecke_orbit_code': 13510799318319122, 'n': 8, 'trace_an': 68719476736}
  • id: 35696349
    {'hecke_orbit_code': 13510799318319122, 'n': 9, 'trace_an': 0}
  • id: 35696350
    {'hecke_orbit_code': 13510799318319122, 'n': 10, 'trace_an': 1199123865600}
  • id: 35696351
    {'hecke_orbit_code': 13510799318319122, 'n': 11, 'trace_an': -15111573238212}
  • id: 35696352
    {'hecke_orbit_code': 13510799318319122, 'n': 12, 'trace_an': 0}
  • id: 35696353
    {'hecke_orbit_code': 13510799318319122, 'n': 13, 'trace_an': 1221071681246}
  • id: 35696354
    {'hecke_orbit_code': 13510799318319122, 'n': 14, 'trace_an': 14666317955072}
  • id: 35696355
    {'hecke_orbit_code': 13510799318319122, 'n': 15, 'trace_an': 0}
  • id: 35696356
    {'hecke_orbit_code': 13510799318319122, 'n': 16, 'trace_an': 281474976710656}
  • id: 35696357
    {'hecke_orbit_code': 13510799318319122, 'n': 17, 'trace_an': -2518250853863682}
  • id: 35696358
    {'hecke_orbit_code': 13510799318319122, 'n': 18, 'trace_an': 0}
  • id: 35696359
    {'hecke_orbit_code': 13510799318319122, 'n': 19, 'trace_an': -7992693407413060}
  • id: 35696360
    {'hecke_orbit_code': 13510799318319122, 'n': 20, 'trace_an': 4911611353497600}
  • id: 35696361
    {'hecke_orbit_code': 13510799318319122, 'n': 21, 'trace_an': 0}
  • id: 35696362
    {'hecke_orbit_code': 13510799318319122, 'n': 22, 'trace_an': -61897003983716352}
  • id: 35696363
    {'hecke_orbit_code': 13510799318319122, 'n': 23, 'trace_an': 99645642629247624}
  • id: 35696364
    {'hecke_orbit_code': 13510799318319122, 'n': 24, 'trace_an': 0}
  • id: 35696365
    {'hecke_orbit_code': 13510799318319122, 'n': 25, 'trace_an': -212317821678430625}
  • id: 35696366
    {'hecke_orbit_code': 13510799318319122, 'n': 26, 'trace_an': 5001509606383616}
  • id: 35696367
    {'hecke_orbit_code': 13510799318319122, 'n': 27, 'trace_an': 0}
  • id: 35696368
    {'hecke_orbit_code': 13510799318319122, 'n': 28, 'trace_an': 60073238343974912}
  • id: 35696369
    {'hecke_orbit_code': 13510799318319122, 'n': 29, 'trace_an': 2080672742244316890}
  • id: 35696370
    {'hecke_orbit_code': 13510799318319122, 'n': 30, 'trace_an': 0}
  • id: 35696371
    {'hecke_orbit_code': 13510799318319122, 'n': 31, 'trace_an': -4937672075835729208}
  • id: 35696372
    {'hecke_orbit_code': 13510799318319122, 'n': 32, 'trace_an': 1152921504606846976}
  • id: 35696373
    {'hecke_orbit_code': 13510799318319122, 'n': 33, 'trace_an': 0}
  • id: 35696374
    {'hecke_orbit_code': 13510799318319122, 'n': 34, 'trace_an': -10314755497425641472}
  • id: 35696375
    {'hecke_orbit_code': 13510799318319122, 'n': 35, 'trace_an': 1048250906491555200}
  • id: 35696376
    {'hecke_orbit_code': 13510799318319122, 'n': 36, 'trace_an': 0}
  • id: 35696377
    {'hecke_orbit_code': 13510799318319122, 'n': 37, 'trace_an': 19829154107621718182}
  • id: 35696378
    {'hecke_orbit_code': 13510799318319122, 'n': 38, 'trace_an': -32738072196763893760}
  • id: 35696379
    {'hecke_orbit_code': 13510799318319122, 'n': 39, 'trace_an': 0}
  • id: 35696380
    {'hecke_orbit_code': 13510799318319122, 'n': 40, 'trace_an': 20117960103926169600}
  • id: 35696381
    {'hecke_orbit_code': 13510799318319122, 'n': 41, 'trace_an': -224696060863159376442}
  • id: 35696382
    {'hecke_orbit_code': 13510799318319122, 'n': 42, 'trace_an': 0}
  • id: 35696383
    {'hecke_orbit_code': 13510799318319122, 'n': 43, 'trace_an': -72221008334482349884}
  • id: 35696384
    {'hecke_orbit_code': 13510799318319122, 'n': 44, 'trace_an': -253530128317302177792}
  • id: 35696385
    {'hecke_orbit_code': 13510799318319122, 'n': 45, 'trace_an': 0}
  • id: 35696386
    {'hecke_orbit_code': 13510799318319122, 'n': 46, 'trace_an': 408148552209398267904}
  • id: 35696387
    {'hecke_orbit_code': 13510799318319122, 'n': 47, 'trace_an': -189872435947262116992}
  • id: 35696388
    {'hecke_orbit_code': 13510799318319122, 'n': 48, 'trace_an': 0}
  • id: 35696389
    {'hecke_orbit_code': 13510799318319122, 'n': 49, 'trace_an': -1328247607980067683783}
  • id: 35696390
    {'hecke_orbit_code': 13510799318319122, 'n': 50, 'trace_an': -869653797594851840000}
  • id: 35696391
    {'hecke_orbit_code': 13510799318319122, 'n': 51, 'trace_an': 0}
  • id: 35696392
    {'hecke_orbit_code': 13510799318319122, 'n': 52, 'trace_an': 20486183347747291136}
  • id: 35696393
    {'hecke_orbit_code': 13510799318319122, 'n': 53, 'trace_an': 2645676034335389555874}
  • id: 35696394
    {'hecke_orbit_code': 13510799318319122, 'n': 54, 'trace_an': 0}
  • id: 35696395
    {'hecke_orbit_code': 13510799318319122, 'n': 55, 'trace_an': -4423986356616768328200}
  • id: 35696396
    {'hecke_orbit_code': 13510799318319122, 'n': 56, 'trace_an': 246059984256921239552}
  • id: 35696397
    {'hecke_orbit_code': 13510799318319122, 'n': 57, 'trace_an': 0}
  • id: 35696398
    {'hecke_orbit_code': 13510799318319122, 'n': 58, 'trace_an': 8522435552232721981440}
  • id: 35696399
    {'hecke_orbit_code': 13510799318319122, 'n': 59, 'trace_an': 16454608826354674865340}
  • id: 35696400
    {'hecke_orbit_code': 13510799318319122, 'n': 60, 'trace_an': 0}
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