Newform data - 24.22.a.c

Formats: - HTML - YAML - JSON - 2023-10-02T21:54:13.363969

• 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': 11616, 'analytic_conductor': 67.07456262889491, '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': [24, 1, [7, 13, 17], [1, 1, 1]], 'cm_discs': [], 'conrey_index': 1, 'conrey_indexes': [1], 'dim': 3, 'field_disc': 366808902203476, 'field_disc_factorization': [[2, 2], [3985549, 1], [23008681, 1]], 'field_poly': [-828958533, -2295485, -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': [[5, [-11485065000261414395000, -1387114113501300, -2080026, 1]]], 'hecke_orbit': 3, 'hecke_orbit_code': 9007199623839768, 'hecke_ring_generator_nbound': 7, 'hecke_ring_index': 5945425920, 'hecke_ring_index_factorization': [[2, 21], [3, 4], [5, 1], [7, 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': True, 'label': '24.22.a.c', 'level': 24, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 3], 'level_radical': 6, 'minimal_twist': '24.22.a.c', 'prim_orbit_index': 1, 'qexp_display': 'q-3^{10}q^{3}+(693342+\\beta _{1})q^{5}+(-401760688+\\cdots)q^{7}+\\cdots', 'related_objects': [], 'relative_dim': 3, 'rm_discs': [], 'sato_tate_group': '21.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '24.22.a', 'trace_display': [0, -177147, 2080026, -1205282064], 'trace_hash': 1943711127738283324, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '2.828', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '22.028', 'prec': 20}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '264.553', 'prec': 24}], 'trace_zratio': 0, 'traces': [3, 0, -177147, 0, 2080026, 0, -1205282064, 0, 10460353203, 0, 13839247500, 0, 718855551690, 0, -122823455274, 0, 2135189843046, 0, -40122324686988, 0, 71170700597136, 0, 278424417682632, 0, 1348043260553901, 0, -617673396283947, 0, 442708167991794, 0, 8016070162990152, 0, -817193725627500, 0, 125384157242400, 0, 27729341388737058, 0, -42447701471742810, 0, -125648125186340562, 0, -229052541499074612, 0, 7252602210474426, 0, -448613782068047712, 0, 365221903446092427, 0, -126080825042023254, 0, 1406206217208267066, 0, -3437829264920292504, 0, 2369183150441954412, 0, -1844638981471622100, 0, -3294066300350351382, 0, -4202558699560283664, 0, -19537666262756991444, 0, -33491023693155020652, 0, -16440683439741736968, 0, -79431018431598881160, 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'weight_parity': 1}
• 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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[-3066048280372007644929077378596575396, -11880190405443454020024089442, 1458214059516684766471819948], [-1219841738675727607980417319650709862, 61287693639007140979975935664, -1205802281180647501544195388], [1167789634788193020166474970498854388, -25160007659093182232772649760, 602599589907218533100207902], [-1014807166838390665643624123844007432, 21249446074267077072057579552, 2563842033559590480235918110]], 'char_orbit_index': 1, 'field_poly': [-828958533, -2295485, -1, 1], 'hecke_orbit_code': 9007199623839768, 'hecke_ring_cyclotomic_generator': 0, 'hecke_ring_denominators': [1, 19, 19], 'hecke_ring_inverse_denominators': [1, 1032192, 24576], 'hecke_ring_inverse_numerators': [[1, 0, 0], [344064, 35, 1], [37609234432, 831, -11]], 'hecke_ring_numerators': [[1, 0, 0], [-587703424, 177408, 384], [20563082624, 13402368, -13440]], 'hecke_ring_power_basis': False, 'hecke_ring_rank': 3, 'label': '24.22.a.c', 'level': 24, 'maxp': 2999, '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], [3, -1]], 2, 1], [[[2, 1], [3, -1]], 3, 1], [[[2, -1], [3, 1]], 3, 1], [[[2, 1], [3, 1]], 3, 1]], 'ALdims': [3, 3, 3, 2], 'Nk2': 11616, 'analytic_conductor': 67.07456262889491, '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': [24, 1, [7, 13, 17], [1, 1, 1]], 'conrey_index': 1, 'cusp_dim': 80, 'dim': 11, 'eis_dim': 8, 'eis_new_dim': 0, 'hecke_cutter_primes': [5], 'hecke_orbit_code': 369098776, 'hecke_orbit_dims': [2, 3, 3, 3], 'label': '24.22.a', 'level': 24, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 3], 'level_radical': 6, 'mf_dim': 88, 'mf_new_dim': 11, 'num_forms': 4, 'plus_dim': 5, 'prim_orbit_index': 1, 'relative_dim': 11, 'sturm_bound': 88, 'trace_bound': 5, 'trace_display': [0, -59049, 24476018, -740760072], 'traces': [11, 0, -59049, 0, 24476018, 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: 19214
    {'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 1, 'source_dim': 3, 'source_hecke_orbit': 3, 'source_is_minimal': True, 'source_label': '24.22.a.c', 'source_level': 24, 'target_char_orbit': 1, 'target_dim': 3, 'target_hecke_orbit': 3, 'target_is_minimal': True, 'target_label': '24.22.a.c', 'target_level': 24, 'twist_class_label': '24.22.a.c', 'twist_class_level': 24, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 22}
  • id: 19215
    {'conductor': 4, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 3, 'source_hecke_orbit': 3, 'source_is_minimal': True, 'source_label': '24.22.a.c', 'source_level': 24, 'target_char_orbit': 1, 'target_dim': 3, 'target_hecke_orbit': 12, 'target_is_minimal': False, 'target_label': '48.22.a.l', 'target_level': 48, 'twist_class_label': '24.22.a.c', 'twist_class_level': 24, 'twisting_char_label': '4.b', 'twisting_char_orbit': 2, 'weight': 22}
  • id: 19216
    {'conductor': 3, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 3, 'source_hecke_orbit': 3, 'source_is_minimal': True, 'source_label': '24.22.a.c', 'source_level': 24, 'target_char_orbit': 1, 'target_dim': 3, 'target_hecke_orbit': 4, 'target_is_minimal': False, 'target_label': '72.22.a.d', 'target_level': 72, 'twist_class_label': '24.22.a.c', 'twist_class_level': 24, 'twisting_char_label': '3.b', 'twisting_char_orbit': 2, 'weight': 22}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 92475
    {'charpoly_factorization': [[[0, 1], 3]], 'hecke_orbit_code': 9007199623839768, 'p': 2}
  • id: 92476
    {'charpoly_factorization': [[[59049, 1], 3]], 'hecke_orbit_code': 9007199623839768, 'p': 3}
  • id: 92477
    {'charpoly_factorization': [[[-11485065000261414395000, -1387114113501300, -2080026, 1], 1]], 'hecke_orbit_code': 9007199623839768, 'p': 5}
  • id: 92478
    {'charpoly_factorization': [[[-446714683228076576437555200, -294077320947922176, 1205282064, 1], 1]], 'hecke_orbit_code': 9007199623839768, 'p': 7}
  • id: 92479
    {'charpoly_factorization': [[[32993936591098245846539449825216, -21996460436355589340112, -13839247500, 1], 1]], 'hecke_orbit_code': 9007199623839768, 'p': 11}
  • id: 92480
    {'charpoly_factorization': [[[763049580012387144198574680009416, 79803467605936924702668, -718855551690, 1], 1]], 'hecke_orbit_code': 9007199623839768, 'p': 13}
  • id: 92481
    {'charpoly_factorization': [[[149675519499307887313555770421934798456, -92832491329608404235666036, -2135189843046, 1], 1]], 'hecke_orbit_code': 9007199623839768, 'p': 17}
  • id: 92482
    {'charpoly_factorization': [[[-1554875472933386934158570282960006903744, -132674035720995241142811600, 40122324686988, 1], 1]], 'hecke_orbit_code': 9007199623839768, 'p': 19}
  • id: 92483
    {'charpoly_factorization': [[[5556463927213384242376965204337585314572800, -32343312198024407422734721344, -278424417682632, 1], 1]], 'hecke_orbit_code': 9007199623839768, 'p': 23}
  • id: 92484
    {'charpoly_factorization': [[[2290456793028600232891065482159085350153860008, -2811701011742987310870590733588, -442708167991794, 1], 1]], 'hecke_orbit_code': 9007199623839768, 'p': 29}
  • id: 92485
    {'charpoly_factorization': [[[46586908897908439106549929691788608594716838400, 4382720251380096220801623049920, -8016070162990152, 1], 1]], 'hecke_orbit_code': 9007199623839768, 'p': 31}
  • id: 92486
    {'charpoly_factorization': [[[27177097675803649720401639810650935363444009722600, -1247771948343734882461091678526420, -27729341388737058, 1], 1]], 'hecke_orbit_code': 9007199623839768, 'p': 37}
  • id: 92487
    {'charpoly_factorization': [[[-320719352062144043428356299023445494690379086048296, -727439603509818180013815397432980, 125648125186340562, 1], 1]], 'hecke_orbit_code': 9007199623839768, 'p': 41}
  • id: 92488
    {'charpoly_factorization': [[[-1762910840408642354529087333543391070036811347672128, -8836110641574057776540312446996944, 229052541499074612, 1], 1]], 'hecke_orbit_code': 9007199623839768, 'p': 43}
  • id: 92489
    {'charpoly_factorization': [[[-3691710422872482388768655619052549167571882133913600, -48014802699441032990402515107394560, 448613782068047712, 1], 1]], 'hecke_orbit_code': 9007199623839768, 'p': 47}
  • id: 92490
    {'charpoly_factorization': [[[6446942660908930244395933843037096823815631530241973000, -5343401487329663463288467143847761140, -1406206217208267066, 1], 1]], 'hecke_orbit_code': 9007199623839768, 'p': 53}
  • id: 92491
    {'charpoly_factorization': [[[-6301894506885465023602146317179409301172287869439636032, -25733330133731446933568707227177382608, 1844638981471622100, 1], 1]], 'hecke_orbit_code': 9007199623839768, 'p': 59}
  • id: 92492
    {'charpoly_factorization': [[[9014097793074103839221630988288849247766744755830236744, -23391636243497270677125833124101698740, 3294066300350351382, 1], 1]], 'hecke_orbit_code': 9007199623839768, 'p': 61}
  • id: 92493
    {'charpoly_factorization': [[[-5518649314501573880392076747880531550075421294205526694336, -3339141441357207810350097947428370640, 33491023693155020652, 1], 1]], 'hecke_orbit_code': 9007199623839768, 'p': 67}
  • id: 92494
    {'charpoly_factorization': [[[-114697967065289083531311033263463099653581393265643125248, 1574149239269019090393435529866545656512, 79431018431598881160, 1], 1]], 'hecke_orbit_code': 9007199623839768, 'p': 71}
  • id: 92495
    {'charpoly_factorization': [[[-43603280660451355429737419168989661812094048948255345012584, -963003731556909563732231124429293131092, 46612822906958319618, 1], 1]], 'hecke_orbit_code': 9007199623839768, 'p': 73}
  • id: 92496
    {'charpoly_factorization': [[[-74272191336148085472266841305472518520836501545126789247488, 6822238093444863217801798215046240128192, 197919973704661098024, 1], 1]], 'hecke_orbit_code': 9007199623839768, 'p': 79}
  • id: 92497
    {'charpoly_factorization': [[[6224089420162930059494601935929235265786053173564336430676032, -64348028853504883554429607906510950663120, -111848528551886940276, 1], 1]], 'hecke_orbit_code': 9007199623839768, 'p': 83}
  • id: 92498
    {'charpoly_factorization': [[[5553249736449635731810798705236831349560798424935150037828440, 137338336518055316110446765527283784196076, 731008175840243483058, 1], 1]], 'hecke_orbit_code': 9007199623839768, 'p': 89}
  • id: 92499
    {'charpoly_factorization': [[[-129011563726709146581946221656537643634509941801594440613594888, 480169996404493000524099602416002569328396, 1594521920055126193722, 1], 1]], 'hecke_orbit_code': 9007199623839768, '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': 3, 'label': '24.22.a.c', 'level': 24, '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: 113991000
    {'hecke_orbit_code': 9007199623839768, 'n': 1, 'trace_an': 3}
  • id: 113991001
    {'hecke_orbit_code': 9007199623839768, 'n': 2, 'trace_an': 0}
  • id: 113991002
    {'hecke_orbit_code': 9007199623839768, 'n': 3, 'trace_an': -177147}
  • id: 113991003
    {'hecke_orbit_code': 9007199623839768, 'n': 4, 'trace_an': 0}
  • id: 113991004
    {'hecke_orbit_code': 9007199623839768, 'n': 5, 'trace_an': 2080026}
  • id: 113991005
    {'hecke_orbit_code': 9007199623839768, 'n': 6, 'trace_an': 0}
  • id: 113991006
    {'hecke_orbit_code': 9007199623839768, 'n': 7, 'trace_an': -1205282064}
  • id: 113991007
    {'hecke_orbit_code': 9007199623839768, 'n': 8, 'trace_an': 0}
  • id: 113991008
    {'hecke_orbit_code': 9007199623839768, 'n': 9, 'trace_an': 10460353203}
  • id: 113991009
    {'hecke_orbit_code': 9007199623839768, 'n': 10, 'trace_an': 0}
  • id: 113991010
    {'hecke_orbit_code': 9007199623839768, 'n': 11, 'trace_an': 13839247500}
  • id: 113991011
    {'hecke_orbit_code': 9007199623839768, 'n': 12, 'trace_an': 0}
  • id: 113991012
    {'hecke_orbit_code': 9007199623839768, 'n': 13, 'trace_an': 718855551690}
  • id: 113991013
    {'hecke_orbit_code': 9007199623839768, 'n': 14, 'trace_an': 0}
  • id: 113991014
    {'hecke_orbit_code': 9007199623839768, 'n': 15, 'trace_an': -122823455274}
  • id: 113991015
    {'hecke_orbit_code': 9007199623839768, 'n': 16, 'trace_an': 0}
  • id: 113991016
    {'hecke_orbit_code': 9007199623839768, 'n': 17, 'trace_an': 2135189843046}
  • id: 113991017
    {'hecke_orbit_code': 9007199623839768, 'n': 18, 'trace_an': 0}
  • id: 113991018
    {'hecke_orbit_code': 9007199623839768, 'n': 19, 'trace_an': -40122324686988}
  • id: 113991019
    {'hecke_orbit_code': 9007199623839768, 'n': 20, 'trace_an': 0}
  • id: 113991020
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