Embedded newform data - 16.22.a.e.1.2

Formats: - HTML - YAML - JSON - 2023-12-04T20:48:33.199438

• 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': 7744, 'analytic_conductor': 44.71637508592993, 'analytic_rank': 1, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[2, 1]], 'atkin_lehner_string': '+', 'char_conductor': 1, 'char_degree': 1, 'char_is_minimal': False, 'char_is_real': True, 'char_orbit_index': 1, 'char_orbit_label': 'a', 'char_order': 1, 'char_parity': 1, 'char_values': [16, 1, [15, 5], [1, 1]], 'cm_discs': [], 'conrey_index': 1, 'conrey_indexes': [1], 'dim': 2, 'field_disc': 358549, 'field_disc_factorization': [[19, 1], [113, 1], [167, 1]], 'field_poly': [-89637, -1, 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': [[3, [-10438573680, -105432, 1]]], 'hecke_orbit': 5, 'hecke_orbit_code': 18014398878580752, 'hecke_ring_generator_nbound': 3, 'hecke_ring_index': 384, 'hecke_ring_index_factorization': [[2, 7], [3, 1]], 'hecke_ring_index_proved': True, 'inner_twist_count': 1, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1]], 'is_cm': False, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': True, 'is_self_twist': False, 'is_twist_minimal': False, 'label': '16.22.a.e', 'level': 16, 'level_is_prime': False, 'level_is_prime_power': True, 'level_is_square': True, 'level_is_squarefree': False, 'level_primes': [2], 'level_radical': 2, 'minimal_twist': '8.22.a.a', 'nf_label': '2.2.358549.1', 'prim_orbit_index': 1, 'qexp_display': 'q+(52716-\\beta )q^{3}+(1054070-20\\beta )q^{5}+\\cdots', 'related_objects': [], 'relative_dim': 2, 'rm_discs': [], 'sato_tate_group': '21.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '16.22.a', 'trace_display': [0, 105432, 2108140, -444771792], 'trace_hash': 1627177136566034703, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.959', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '9.451', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.285', 'prec': 17}, {'__RealLiteral__': 0, 'data': '63.414', 'prec': 20}], 'trace_zratio': 0, 'traces': [2, 0, 105432, 0, 2108140, 0, -444771792, 0, 11072347578, 0, -53806403320, 0, -490366676932, 0, 639834721680, 0, -6593864672092, 0, -19302397925320, 0, -135055584824256, 0, 409737865776272, 0, -940878149007650, 0, 2267939450073456, 0, -2404787522145060, 0, 8689907170559168, 0, -16772541164782752, 0, -2701000503537120, 0, -2186204096251860, 0, -139904623071296688, 0, 68178038573558676, 0, -264529652266004024, 0, 67413140092548540, 0, -426494411558622432, 0, -546967577640131534, 0, -1159640456555021520, 0, -3055980275589518132, 0, -335437371694825040, 0, -10702822880368260192, 0, -783424997522814424, 0, -7177279049078597092, 0, -14229493501717343376, 0, -2797969869756700760, 0, -16674123174011538088, 0, 46561318352256083136, 0, -9448263149848716368, 0, -11586140334503007532, 0, -48484754640473875800, 0, 70803926825553273024, 0, 85280702218715897824, 0, 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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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'angles': [None, -0.09705302726085462, -0.23776733744916273, -0.3285084211226523, -0.33492656739306903, -0.3839190515732303, -0.3173675185555405, -0.4600333212218252, -0.10535193958359355, -0.19763793498384863, -0.12579365720337887, -0.26892548709475306, -0.21969438688814488, -0.2746675012185136, -0.23819548278318772, -0.3275676884487919, -0.24091336063473467, -0.2629493423322185, -0.24676335716185852, -0.1847652203033817, -0.4303902525060257, -0.24827957239222637, -0.06572359420607467, -0.2997618547919249, -0.20449979371148252, -0.3680140196581487, -0.280180003846372, -0.2939914798187579, -0.30779677274547135, -0.115848830072839, -0.3245743603126491, -0.3835569040375527, -0.1903434281976727, -0.1733380297684903, -0.063030676591339, -0.18572488312110919, -0.34549060366157464, -0.22318586472844007, -0.17436615084496426, -0.15468422773699925, -0.2776926689276201, -0.37363735488210287, -0.23972508792382902, -0.16754250126755213, -0.2763061574110679, -0.1360653555199749, 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-0.31675224657285195, -0.2356868753090882, -0.14652595326619072, -0.2027827845039659, -0.35286847565742063, -0.31626843264661575, -0.4105324063392098, -0.10678514381519362, -0.27093542010854965, -0.24567573967835532, -0.2115940758685153, -0.26378247056305054, -0.11018997659914588, -0.3203373247171913, -0.29167098959717885, -0.047611893568184294, -0.42133659692195347, -0.3290672442561462, -0.27590436677664676, -0.20889634123409762, -0.07239842812188996, -0.34987464868671286, -0.22219362287326372, -0.3777356660846878, -0.13496669305015932, -0.23718634447568815, -0.23534229249236768, -0.4328398310139003, -0.32307169443269756, -0.3831742995405174], 'char_orbit_index': 1, 'conrey_index': 1, 'dual_conrey_index': 1, 'dual_embedding_index': 2, 'dual_embedding_m': 2, 'embedding_index': 2, 'embedding_m': 2, 'embedding_root_imag': 0.0, 'embedding_root_real': -298.8948062341764, 'hecke_orbit': 5, 'hecke_orbit_code': 18014398878580752, 'label': '16.22.a.e.1.2', 'level': 16, 'weight': 22}
• 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

  
  {'AL_dims': [[[[2, -1]], 5, 4], [[[2, 1]], 5, 2]], 'ALdims': [5, 5], 'Nk2': 7744, 'analytic_conductor': 44.71637508592993, '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': [16, 1, [15, 5], [1, 1]], 'conrey_index': 1, 'cusp_dim': 39, 'dim': 10, 'eis_dim': 6, 'eis_new_dim': 1, 'hecke_cutter_primes': [3], 'hecke_orbit_code': 369098768, 'hecke_orbit_dims': [1, 1, 1, 2, 2, 3], 'label': '16.22.a', 'level': 16, 'level_is_prime': False, 'level_is_prime_power': True, 'level_is_square': True, 'level_is_squarefree': False, 'level_primes': [2], 'level_radical': 2, 'mf_dim': 45, 'mf_new_dim': 11, 'num_forms': 6, 'plus_dim': 5, 'prim_orbit_index': 1, 'relative_dim': 10, 'sturm_bound': 44, 'trace_bound': 3, 'trace_display': [0, -59048, -10391780, -286396624], 'traces': [10, 0, -59048, 0, -10391780, 0, -286396624, 0, 36243817378, 0, -44145613432, 0, -53827631700, 0, -409034126192, 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: 44147511
    {'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 2, 'source_hecke_orbit_code': 18014398878580752, 'source_is_minimal': False, 'source_label': '16.22.a.e.1.2', 'source_level': 16, 'target_conrey_index': 1, 'target_dim': 2, 'target_embedding_index': 2, 'target_hecke_orbit_code': 18014398878580752, 'target_is_minimal': False, 'target_label': '16.22.a.e.1.2', 'target_level': 16, 'twist_class_label': '8.22.a.a.1.1', 'twist_class_level': 8, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 22}
  • id: 44147512
    {'conductor': 4, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 2, 'source_hecke_orbit_code': 18014398878580752, 'source_is_minimal': False, 'source_label': '16.22.a.e.1.2', 'source_level': 16, 'target_conrey_index': 1, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 369098760, 'target_is_minimal': True, 'target_label': '8.22.a.a.1.1', 'target_level': 8, 'twist_class_label': '8.22.a.a.1.1', 'twist_class_level': 8, 'twisting_char_label': '4.3', 'twisting_conrey_index': 3, 'weight': 22}
  • id: 44147513
    {'conductor': 8, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 2, 'source_hecke_orbit_code': 18014398878580752, 'source_is_minimal': False, 'source_label': '16.22.a.e.1.2', 'source_level': 16, 'target_conrey_index': 1, 'target_dim': 2, 'target_embedding_index': 2, 'target_hecke_orbit_code': 45035996642803776, 'target_is_minimal': False, 'target_label': '64.22.a.k.1.2', 'target_level': 64, 'twist_class_label': '8.22.a.a.1.1', 'twist_class_level': 8, 'twisting_char_label': '8.3', 'twisting_conrey_index': 3, 'weight': 22}
  • id: 44147514
    {'conductor': 8, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 2, 'source_hecke_orbit_code': 18014398878580752, 'source_is_minimal': False, 'source_label': '16.22.a.e.1.2', 'source_level': 16, 'target_conrey_index': 1, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 31525197760692288, 'target_is_minimal': False, 'target_label': '64.22.a.h.1.1', 'target_level': 64, 'twist_class_label': '8.22.a.a.1.1', 'twist_class_level': 8, 'twisting_char_label': '8.5', 'twisting_conrey_index': 5, 'weight': 22}
  • id: 44147515
    {'conductor': 12, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 2, 'source_hecke_orbit_code': 18014398878580752, 'source_is_minimal': False, 'source_label': '16.22.a.e.1.2', 'source_level': 16, 'target_conrey_index': 1, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 4503599996469320, 'target_is_minimal': False, 'target_label': '72.22.a.b.1.1', 'target_level': 72, 'twist_class_label': '8.22.a.a.1.1', 'twist_class_level': 8, 'twisting_char_label': '12.11', 'twisting_conrey_index': 11, 'weight': 22}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 66425
    {'charpoly_factorization': [[[0, 1], 2]], 'hecke_orbit_code': 18014398878580752, 'p': 2}
  • id: 66426
    {'charpoly_factorization': [[[-10438573680, -105432, 1], 1]], 'hecke_orbit_code': 18014398878580752, 'p': 3}
  • id: 66427
    {'charpoly_factorization': [[[-4175956569500, -2108140, 1], 1]], 'hecke_orbit_code': 18014398878580752, 'p': 5}
  • id: 66428
    {'charpoly_factorization': [[[-186151101783772608, 444771792, 1], 1]], 'hecke_orbit_code': 18014398878580752, 'p': 7}
  • id: 66429
    {'charpoly_factorization': [[[-2949636775676283866096, 53806403320, 1], 1]], 'hecke_orbit_code': 18014398878580752, 'p': 11}
  • id: 66430
    {'charpoly_factorization': [[[-185929556202944946740348, 490366676932, 1], 1]], 'hecke_orbit_code': 18014398878580752, 'p': 13}
  • id: 66431
    {'charpoly_factorization': [[[-1602407921425784196525500, 6593864672092, 1], 1]], 'hecke_orbit_code': 18014398878580752, 'p': 17}
  • id: 66432
    {'charpoly_factorization': [[[-1681097716586671471373905136, 19302397925320, 1], 1]], 'hecke_orbit_code': 18014398878580752, 'p': 19}
  • id: 66433
    {'charpoly_factorization': [[[30186185006642609312893252672, -409737865776272, 1], 1]], 'hecke_orbit_code': 18014398878580752, 'p': 23}
  • id: 66434
    {'charpoly_factorization': [[[-5663928219024679950923335530684, 2404787522145060, 1], 1]], 'hecke_orbit_code': 18014398878580752, 'p': 29}
  • id: 66435
    {'charpoly_factorization': [[[14566591001721269452501850629120, -8689907170559168, 1], 1]], 'hecke_orbit_code': 18014398878580752, 'p': 31}
  • id: 66436
    {'charpoly_factorization': [[[-32989770483110090500242805042716, 2186204096251860, 1], 1]], 'hecke_orbit_code': 18014398878580752, 'p': 37}
  • id: 66437
    {'charpoly_factorization': [[[1159642763896012565482481814487908, -68178038573558676, 1], 1]], 'hecke_orbit_code': 18014398878580752, 'p': 41}
  • id: 66438
    {'charpoly_factorization': [[[9659744324730488991997865471884048, 264529652266004024, 1], 1]], 'hecke_orbit_code': 18014398878580752, 'p': 43}
  • id: 66439
    {'charpoly_factorization': [[[-25649066091790616845331352824319744, 426494411558622432, 1], 1]], 'hecke_orbit_code': 18014398878580752, 'p': 47}
  • id: 66440
    {'charpoly_factorization': [[[2222195850765831583916673906815086756, 3055980275589518132, 1], 1]], 'hecke_orbit_code': 18014398878580752, 'p': 53}
  • id: 66441
    {'charpoly_factorization': [[[-551756883532585725322258639565555312, 783424997522814424, 1], 1]], 'hecke_orbit_code': 18014398878580752, 'p': 59}
  • id: 66442
    {'charpoly_factorization': [[[5679690236541051054236973766791097540, 7177279049078597092, 1], 1]], 'hecke_orbit_code': 18014398878580752, 'p': 61}
  • id: 66443
    {'charpoly_factorization': [[[-10486428147741971428724879642139913328, 16674123174011538088, 1], 1]], 'hecke_orbit_code': 18014398878580752, 'p': 67}
  • id: 66444
    {'charpoly_factorization': [[[-684458150530562171163887427896820079040, 9448263149848716368, 1], 1]], 'hecke_orbit_code': 18014398878580752, 'p': 71}
  • id: 66445
    {'charpoly_factorization': [[[-3654811955551608188375239537342040043548, 11586140334503007532, 1], 1]], 'hecke_orbit_code': 18014398878580752, 'p': 73}
  • id: 66446
    {'charpoly_factorization': [[[151847467557034910477594457634623258880, -85280702218715897824, 1], 1]], 'hecke_orbit_code': 18014398878580752, 'p': 79}
  • id: 66447
    {'charpoly_factorization': [[[31815724933370318859011604250905718271248, -381814622040086245816, 1], 1]], 'hecke_orbit_code': 18014398878580752, 'p': 83}
  • id: 66448
    {'charpoly_factorization': [[[-21937925494731048892003453235942283432156, 59742932430695979660, 1], 1]], 'hecke_orbit_code': 18014398878580752, 'p': 89}
  • id: 66449
    {'charpoly_factorization': [[[153105130079120052383219207516307789455236, -783394660926711950788, 1], 1]], 'hecke_orbit_code': 18014398878580752, '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': 5, 'label': '16.22.a.e', 'level': 16, 'portrait': 'data:image/png;base64,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', 'weight': 22}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 156507000
    {'hecke_orbit_code': 18014398878580752, 'n': 1, 'trace_an': 2}
  • id: 156507001
    {'hecke_orbit_code': 18014398878580752, 'n': 2, 'trace_an': 0}
  • id: 156507002
    {'hecke_orbit_code': 18014398878580752, 'n': 3, 'trace_an': 105432}
  • id: 156507003
    {'hecke_orbit_code': 18014398878580752, 'n': 4, 'trace_an': 0}
  • id: 156507004
    {'hecke_orbit_code': 18014398878580752, 'n': 5, 'trace_an': 2108140}
  • id: 156507005
    {'hecke_orbit_code': 18014398878580752, 'n': 6, 'trace_an': 0}
  • id: 156507006
    {'hecke_orbit_code': 18014398878580752, 'n': 7, 'trace_an': -444771792}
  • id: 156507007
    {'hecke_orbit_code': 18014398878580752, 'n': 8, 'trace_an': 0}
  • id: 156507008
    {'hecke_orbit_code': 18014398878580752, 'n': 9, 'trace_an': 11072347578}
  • id: 156507009
    {'hecke_orbit_code': 18014398878580752, 'n': 10, 'trace_an': 0}
  • id: 156507010
    {'hecke_orbit_code': 18014398878580752, 'n': 11, 'trace_an': -53806403320}
  • id: 156507011
    {'hecke_orbit_code': 18014398878580752, 'n': 12, 'trace_an': 0}
  • id: 156507012
    {'hecke_orbit_code': 18014398878580752, 'n': 13, 'trace_an': -490366676932}
  • id: 156507013
    {'hecke_orbit_code': 18014398878580752, 'n': 14, 'trace_an': 0}
  • id: 156507014
    {'hecke_orbit_code': 18014398878580752, 'n': 15, 'trace_an': 639834721680}
  • id: 156507015
    {'hecke_orbit_code': 18014398878580752, 'n': 16, 'trace_an': 0}
  • id: 156507016
    {'hecke_orbit_code': 18014398878580752, 'n': 17, 'trace_an': -6593864672092}
  • id: 156507017
    {'hecke_orbit_code': 18014398878580752, 'n': 18, 'trace_an': 0}
  • id: 156507018
    {'hecke_orbit_code': 18014398878580752, 'n': 19, 'trace_an': -19302397925320}
  • id: 156507019
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